tag:blogger.com,1999:blog-21887988197393575302024-02-19T21:22:56.552+08:00Financial FreedomJom Bebas Hutang dan kejar Kebebasan KewanganRuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.comBlogger181125tag:blogger.com,1999:blog-2188798819739357530.post-16691437394409434032021-06-25T16:02:00.002+08:002021-06-25T16:02:09.444+08:00TIPS MERDEKAKAN DIRI DARIPADA HUTANG<p> [TIPS MERDEKAKAN DIRI DARIPADA HUTANG]</p><p>1. Banyakkan Berdoa</p><p>Antara doa yang boleh diamalkan setiap pagi dan petang adalah:</p><p>"Ya Allah, aku berlindung kepada-Mu dari kegelisahan dan kesedihan, dari kelemahan dan kemalasan, dari sifat pengecut dan kikir, serta dari beban hutang dan dominasi orang lain"</p><p>Ramai amalkan doa ini dan mudahan Allah makbulkan serta lapangkan jiwa-jiwa kita dari segera melunaskan hutang.</p><p>Mohon padaNya ya. Hanya Dia Maha Mendengar, dan Maha Pengasih akan hambaNya.</p><p>2. Cari Ruang Untuk Peroleh Pendapatan Sampingan. </p><p>Sekarang ini banyak peluang bisnes yang lengkap. Siap dengan pakej ilmu yang diajarkan bagaimana mahu mendapatkan income yang lumayan. </p><p>Semuanya di hujung jari. Search saja di Google ke, Facebook, Instagram, Youtube, LinkedIn atau macam-macam platform kita ada.</p><p>3. Mengelakkan Diri Daripada Mencipta Hutang Baru.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTYVZFAxmOxl_mvtf0sr6474ZSEGNHoSBDyh1n_2rBgPQ5Bacj_VX7nZ-y7EDMvxodLEdHcvLYJ6NEDeXtKMfnvmyTQn-btDKBbmwTMDBQ0CqbEvxCQYFtIzObbPUOBFoeOX6hVBvikCWd/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="183" data-original-width="276" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTYVZFAxmOxl_mvtf0sr6474ZSEGNHoSBDyh1n_2rBgPQ5Bacj_VX7nZ-y7EDMvxodLEdHcvLYJ6NEDeXtKMfnvmyTQn-btDKBbmwTMDBQ0CqbEvxCQYFtIzObbPUOBFoeOX6hVBvikCWd/" width="320" /></a></div><br /><p></p><p>Ini sangat penting ya. Ramai antara kita yang dia buat loan baru, untuk langsaikan hutang kredit kad lah, personal loan lah, ansuran rumah dan kereta. Ini bahaya dik. Kau seolah gali lubang, tutup lubang tu semula. Akhirnya kau terkambus. Pedih! </p><p>4. Berusaha Mencari Rezeki Yang Halal</p><p>Doa yang dibuat awalnya tadi, perlu seiring dengan usaha. Carilah rezeki yang halal untuk membayar hutang dan untuk menampung keperluan.</p><p>Jangan guna jalan pintas dengan korbankan diri melakukan perkara haram. </p><p>Keberkatan tidak akan ada. Malah jiwa jadi sesak selamanya.</p><p>5. Jangan Berbelanja Lebih Daripada Pendapatan</p><p>Ini petua paling asas. </p><p>Sentiasa sedar berapa pendapatan yang masuk setiap hari, minggu dan bulan. </p><p>Kira dan faham betul-betul semua pendapatan yang uols ada. Dan pastikan perbelanjaan untuk menjalani kehidupan tidak melepasi jumlah pendapatan yang ada.</p><p>Sangat menakutkan jika hidup berhutang ini. Lagi-lagi hutang yang di buat kepada sesama manusia tanpa ada sekelumit perasaan bersalah pun. Manusia macam ni tak kan merasa hidup senang sampai ke akhir hayat kerana menganiaya hidup orang lain. Semoga bermanfaat đđť</p><p>. </p><p>Sumber : twitter nobisha</p>RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-5573215452505499052021-06-23T06:45:00.001+08:002021-06-23T06:45:47.307+08:00Tips Nak Bagi Ada Simpanan Masa Depan<p class="mobile-photo"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZtJXZOmpfuBhI6dm23i0rNiiC7mx6sPsKH8H1nYi8e9AH8ry3wiPTpQfdZ6ZYj5k1ALnpGo3WBtMChHuXNOXhSxix3U7DI-SqHVouXAEV1olxpOlVwU_Kvyr6kr1J2mKzWRRNKuGZkIAV/s1600/xdesimpanan-747335.jpg"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZtJXZOmpfuBhI6dm23i0rNiiC7mx6sPsKH8H1nYi8e9AH8ry3wiPTpQfdZ6ZYj5k1ALnpGo3WBtMChHuXNOXhSxix3U7DI-SqHVouXAEV1olxpOlVwU_Kvyr6kr1J2mKzWRRNKuGZkIAV/s320/xdesimpanan-747335.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_6976753240931427170" /></a></p><div dir="ltr">Bila anda dapat gaji tiap-tiap bulan buat simpanan 10% dulu baru belanja.<br>Â <div>Jika<br>-Gaji RM1K simpan RM100. <br>-Gaji RM2K simpan RM200.</div><div><br>Boleh simpan dlm TH, ASB atau bank lain. <br><br>Jika anda takut bocor simpanlah dlm bentuk emas. Sebab apa, letak dalam akaun ini, senang cucuk dan keluarkan balik. Last last benda balik asal. Tiada Simpanan. Korek lubang Gali Lubang.</div><div><br></div><div>Fahamkan.</div><div><br></div><div>Dengan simpan dalam bentuk emas ini. In sha Allah simpanan melekat. <br><br><div>Jom saya ajarkan, jom mulakan simpanan emas - <a href="http://gap.wasap.my">Sini</a><br></div></div></div> RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-19992270526837605922021-04-24T18:17:00.011+08:002021-04-24T18:21:26.209+08:00Misi Bebas Hutang<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbxfiwxjYlQy2Wj_0ZvKxOUrOyz0jB5C1Y1aiY31cstME72PAuVqZzVaX9cVqOPw-3B80xljj_lcZszze2pbv0P3A8Dfr_ckuapycNxPHIfYrzFGv-LXUIrrban0Swo7b_g7f4F1bGkVZe/s755/opera_MMbXk4R2Fk.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="482" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbxfiwxjYlQy2Wj_0ZvKxOUrOyz0jB5C1Y1aiY31cstME72PAuVqZzVaX9cVqOPw-3B80xljj_lcZszze2pbv0P3A8Dfr_ckuapycNxPHIfYrzFGv-LXUIrrban0Swo7b_g7f4F1bGkVZe/w408-h640/opera_MMbXk4R2Fk.png" width="408" /></a><br /><br /><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: left;">Bukan mudah, tapi ia tidak mustahil. Sesiapa sahaja mampu bebas daripada hutang jika ada ilmu, kesedaran dan keazaman yang kuat.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Kebanyakan mereka yang mengadu masalah kewangan, bukan disebabkan gaji yang diterimanya tak cukup, tetapi disebabkan masalah hutang yang dibuatnya sendiri. Bukan tak boleh berhutang, namun biarlah berhutang pada perkara yang benar-benar perlu, dan berhutanglah secara bijak (yang menjadikan kita lebih kaya).</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Beban kewangan terbesar bagi kebanyakan rakyat Malaysia ialah ansuran pinjaman membeli kereta, pinjaman peribadi, kad kredit dan hutang membeli rumah kediaman âimpianâ yang mana jika tiada pun kita masih boleh hidup. Ia tidak seperti kos keperluan asas untuk hidup seperti makanan, pakaian dan tempat tinggal.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Jadi sesiapa yang dapat bebas daripada hutang-hutang ini, kita terlepas daripada bebanan kewangan terbesar. Seterusnya kita bolehlah fokus mengumpul harta dan mengembangkan kekayaan.</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">--> <a href="https://pgmall.my/index.php?route=product/product&product_id=963207&referralPgCode=ecmnije@yahoo.com#.YIPvcPdGkI8.link">Boleh beli buku Misi Bebas Hutang disini</a> <--</div><div><br /></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-65180113228361216572020-05-03T19:48:00.003+08:002020-05-03T19:48:30.957+08:00Risk and Return<div class="separator" style="clear: both; text-align: center;">
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Lagi tinggi risiko , lagi tinggi pulangan</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibHjFAj0saWiBSFg5haT4oGvvOVtIM-B61hv_edNy8uFMPTmaH0wKkGTTB5cVMRWmwG41UCeJRTgNdZoVMDpKB0EK_9ihZwvxD5NMTRRdFLb4IZ0BgEYu8Csjze0uZbFQ5IWlB9J2tLY8E/s1600/AcroRd32_7aCdV143EE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="701" data-original-width="1231" height="364" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibHjFAj0saWiBSFg5haT4oGvvOVtIM-B61hv_edNy8uFMPTmaH0wKkGTTB5cVMRWmwG41UCeJRTgNdZoVMDpKB0EK_9ihZwvxD5NMTRRdFLb4IZ0BgEYu8Csjze0uZbFQ5IWlB9J2tLY8E/s640/AcroRd32_7aCdV143EE.png" width="640" /></a></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-65819954996786538142020-05-03T08:31:00.001+08:002020-05-03T08:40:58.261+08:00Koleksi Lama Personal MoneyKoleksi Majalah Personal Money yang saya kumpul sebelum ni.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUvMj9CoOMyPa9XYgESlysn-W35Qngp0Zg6UPWDJ5rpLk-0nBo2x54ACwB88OC0FgzVlwWRcrTxaa0UMBrTP8G-h_SRX5kQMkWWa2qKNxWTIQUB0XUgmico4_cNUY651RdoO6l7LSilQfb/s1600/chrome_eN1I8oKroP.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="830" data-original-width="997" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUvMj9CoOMyPa9XYgESlysn-W35Qngp0Zg6UPWDJ5rpLk-0nBo2x54ACwB88OC0FgzVlwWRcrTxaa0UMBrTP8G-h_SRX5kQMkWWa2qKNxWTIQUB0XUgmico4_cNUY651RdoO6l7LSilQfb/s400/chrome_eN1I8oKroP.png" width="400" /></a></div>
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Boleh je download kat link dibawah: </div>
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Majalah Personal Money Jun 2011 </div>
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<a href="https://drive.google.com/file/d/13v7-ePmT_BWMCYxEzrL-GtM6iz0i8McA/view?usp=sharing">https://drive.google.com/file/d/13v7-ePmT_BWMCYxEzrL-GtM6iz0i8McA/view?usp=sharing</a></div>
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Majalah Personal Money July 2011 </div>
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<a href="https://drive.google.com/file/d/1CJL-KeJqMAO3NlSw9aF2djbdDXmRj5Ot/view?usp=sharing">https://drive.google.com/file/d/1CJL-KeJqMAO3NlSw9aF2djbdDXmRj5Ot/view?usp=sharing</a></div>
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Majalah Personal Money August 2011 </div>
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<a href="https://drive.google.com/file/d/1CKErLrUvA2f3CbQDhH20H7FFYEEpUyfc/view?usp=sharing">https://drive.google.com/file/d/1CKErLrUvA2f3CbQDhH20H7FFYEEpUyfc/view?usp=sharing</a></div>
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Majalah Personal Money Sept 2011</div>
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Majalah Personal Money Oct 2011</div>
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Majalah Personal Money Nov 2011</div>
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<a href="https://drive.google.com/file/d/1nkuVTpTClcg-uW8dZRotVOrDlzDeU2HD/view?usp=sharing">https://drive.google.com/file/d/1nkuVTpTClcg-uW8dZRotVOrDlzDeU2HD/view?usp=sharing</a></div>
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Majalah Personal Money Dec 2011</div>
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-20777423767220874362020-05-03T07:46:00.002+08:002020-05-03T07:46:59.816+08:00Review Your Plan Regularly<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSPtCd2kslIHFiBTQLgyVjiRUgEbEVYXsJnqFPWJ1q2ba5YI46dfrnzZQ0yPoHdylECZ5D42EM3UgNRqfcijpgIB6X-PMATQIVAdR8D0op2gRRv7Z8HxlYnmoytbMf49vXmntDpwSC1D2A/s1600/AcroRd32_3bZonwQ9Ai.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="641" data-original-width="937" height="436" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSPtCd2kslIHFiBTQLgyVjiRUgEbEVYXsJnqFPWJ1q2ba5YI46dfrnzZQ0yPoHdylECZ5D42EM3UgNRqfcijpgIB6X-PMATQIVAdR8D0op2gRRv7Z8HxlYnmoytbMf49vXmntDpwSC1D2A/s640/AcroRd32_3bZonwQ9Ai.png" width="640" /></a></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-66356555623899170852020-05-03T07:45:00.001+08:002020-05-03T07:45:23.845+08:00What to consider before You Invest<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNEdKez52FiUEK8McUi8BADI0d3t5H4761NpzIukjGSdxeSAvHJ7Fizwrxct1rUYe3LORXMl2ZaFD4WA02xOdTq_Q26eaSyTNVnOTp9RuK56aNGkp-R9QTSh6l5W2TlWlQEbsOu9Tvpq9-/s1600/AcroRd32_28ERLNLxZk.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="689" data-original-width="701" height="628" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNEdKez52FiUEK8McUi8BADI0d3t5H4761NpzIukjGSdxeSAvHJ7Fizwrxct1rUYe3LORXMl2ZaFD4WA02xOdTq_Q26eaSyTNVnOTp9RuK56aNGkp-R9QTSh6l5W2TlWlQEbsOu9Tvpq9-/s640/AcroRd32_28ERLNLxZk.png" width="640" /></a></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-82069836763006216052020-04-06T21:20:00.001+08:002020-04-06T21:20:45.716+08:00Money Changes Everything - Azizi Ali<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEpc-kTvrxCTlcK-NxZSNdXilUuMTX7bZMQCmAkVLcw-m7NN8M-G5PsvXbxFMKiFWr1FVghvlppOB0cmHdNuA95Ft2uqWwrPNWiYImvZCMbetye3WrSADsJg17Nk0bKMsRU66k2ZpjeJym/s1600/AcroRd32_b1QrktkYu3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="490" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEpc-kTvrxCTlcK-NxZSNdXilUuMTX7bZMQCmAkVLcw-m7NN8M-G5PsvXbxFMKiFWr1FVghvlppOB0cmHdNuA95Ft2uqWwrPNWiYImvZCMbetye3WrSADsJg17Nk0bKMsRU66k2ZpjeJym/s640/AcroRd32_b1QrktkYu3.png" width="410" /></a></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-85948596293782210192020-03-24T22:32:00.001+08:002020-03-24T22:42:07.345+08:00Harga Perak jatuh pada kadar terendah<br />
2 hari lepas harga perak jatuh ke paras paling rendah dalam masa 10 tahun. Harga terendah setakat ini adalah RM210 untuk 100gm. <br />
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Sebelum ini saya membeli dalam harga RM240 paling rendah dan paling tinggi RM283/100gm.<br />
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Menarik untuk mempertimbangkan untuk membeli perak ni. Harga pun lebih kurang 13USD/100gm<br />
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Saya menyimpan dalam bentuk simpanan SAP di Public Gold.<br />
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Untuk mendaftar, sila register di <a href="http://pg.mdnizam.com/">http://pg.mdnizam.com </a><br />
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" /><br />
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" />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-58139205786787881322020-03-24T22:24:00.001+08:002020-03-24T22:46:30.371+08:00How to become a millionaire now!<div class="separator" style="clear: both; text-align: center;">
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Menarik idea dari Grant Cardone tentang menjadi jutawan.</div>
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Dimana katanya Jutawan adalah golongan middle class sekarang. Kalau bukan middle class maka anda bukan jutawan!</div>
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<img border="0" data-original-height="810" data-original-width="598" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2J9KcTZLsYP0vopLs0n9m2Zi8cu2O8CUIzZt_vnjjrwWqfyxnOS3TRKwf19c85pKw8f-KZfse0j8ugOjTQyguqgbQxruwXd_of2hkR6Vo1GLfHhRgB7fU4HdgfTby1mhSU3T7py5GhQvO/s640/AcroRd32_YL2qLT9Jba.png" width="472" /></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-86034188861451869162020-03-05T17:40:00.002+08:002020-03-05T17:40:19.763+08:00Rahsia Bebas hutang<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgppJzhhbvqRiEfGSdC79N0VH0h_bhBE1tVAkpcaK5M1X-bPjqblzBlKadrejVZf_s1iu7ObMEncuGB70uG3lMLtT4UPrs8c-YMGCs5cIIJ2NzKU0CtA1F5joGoI0vBNCVBKFTA-dTs11tD/s1600/3E4846DD-10B3-4E1A-A040-5B7D7856011D.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1221" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgppJzhhbvqRiEfGSdC79N0VH0h_bhBE1tVAkpcaK5M1X-bPjqblzBlKadrejVZf_s1iu7ObMEncuGB70uG3lMLtT4UPrs8c-YMGCs5cIIJ2NzKU0CtA1F5joGoI0vBNCVBKFTA-dTs11tD/s640/3E4846DD-10B3-4E1A-A040-5B7D7856011D.jpeg" width="488" /></a></div>
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-18264028671169024062020-03-05T17:35:00.001+08:002020-03-05T17:35:26.404+08:0020 kesilapan pelabur<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFwIY_r3qmaVHyWXCVG6UlNfKd32GZnKesIT3n9WXp4U_qWwUYxjq4X7RQzmTwXtSOovrbZKPQ10W96WyIhNRVxEuoCCmKGMVB_-uk9ha_XDELs8lKDLyIGyqP5cQSogn3zdjuAacneC5b/s1600/A3C3655C-8EB6-448C-B19C-FDA56480D5E8.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1191" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFwIY_r3qmaVHyWXCVG6UlNfKd32GZnKesIT3n9WXp4U_qWwUYxjq4X7RQzmTwXtSOovrbZKPQ10W96WyIhNRVxEuoCCmKGMVB_-uk9ha_XDELs8lKDLyIGyqP5cQSogn3zdjuAacneC5b/s640/A3C3655C-8EB6-448C-B19C-FDA56480D5E8.jpeg" width="476" /></a></div>
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-10866958911080420172020-02-26T19:14:00.002+08:002020-02-27T08:44:05.816+08:00Risk Profile<div class="separator" style="clear: both; text-align: center;">
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Daripada profil risiko saya tentang pelaburan, risiko profil saya adalah jenis risiko pertengahan</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1AHZ8oqq52Iu5DU9XGyZjVOOEmJcmwYhI6vFpFfx2ylAU_5KE_vxOYTBUkXFHUV7ihcZa9cewXLoBIkFuOvGcw-bwWtUXOfuziptNnLl26UAZ62JyiPzAjWJWnNEjDvkKrHUB0ahiwMfT/s1600/AA8CCE11-B30D-4487-875E-7010F0955B09.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1372" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1AHZ8oqq52Iu5DU9XGyZjVOOEmJcmwYhI6vFpFfx2ylAU_5KE_vxOYTBUkXFHUV7ihcZa9cewXLoBIkFuOvGcw-bwWtUXOfuziptNnLl26UAZ62JyiPzAjWJWnNEjDvkKrHUB0ahiwMfT/s640/AA8CCE11-B30D-4487-875E-7010F0955B09.jpeg" width="548" /></a></div>
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Anda boleh gunakan Risk Profile Calculator di Web Faiz Wahab <br />
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<a href="https://faizwahab.com/financial-calculator/risk-profiling/">https://faizwahab.com/financial-calculator/risk-profiling/</a><br />
RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-41416048961995793002020-02-26T18:53:00.003+08:002020-02-26T22:31:00.076+08:00Islamic REITAda 18 REITs (Real Estate Investment Trusts @ Amanah Pelaburan Hartanah) yang didagangkan di Bursa Malaysia tapi hanya 4 REITs sahaja yang patuh shariah.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAeA6C_B5xNbBXhDlQ254XSg2kWg7TXHVKS69cXT_Sg1WYAP5zAnQPWMNS1NE-XwjXi3s6OqkM7Du3Yv7p5r-qWjF75LbV9_LWuglWtiaX9Xd8PomOP4t7uY9Xal6eB4uq7-vwU0lEmoL4/s1600/700FC2C6-C47A-46C4-84A7-1137167DC37B.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="217" data-original-width="504" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAeA6C_B5xNbBXhDlQ254XSg2kWg7TXHVKS69cXT_Sg1WYAP5zAnQPWMNS1NE-XwjXi3s6OqkM7Du3Yv7p5r-qWjF75LbV9_LWuglWtiaX9Xd8PomOP4t7uY9Xal6eB4uq7-vwU0lEmoL4/s640/700FC2C6-C47A-46C4-84A7-1137167DC37B.png" width="640" /></a></div>
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Bagi yang pertama mendengar nama REIT.<br />
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REIT adalah singkatan kepada Real Estate Investment Trust atau dalam Bahasa Melayu bermaksud Amanah Pelaburan Hartanah.<br />
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REIT membolehkan anda melabur dalam hartanah dengan mudah.<br />
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Ia merupakan dana tabung amanah yang memiliki dan menguruskan hartanah komersial untuk menghasilkan pendapatan.<br />
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REIT diatas diapungkan di pasaran saham, dimana pelabur berpeluang mendapat dua jenis keuntungan; dari<br />
<ul>
<li>a) segi kenaikan harga</li>
<li>b) dividen</li>
</ul>
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-82831867150672998952020-02-25T09:19:00.001+08:002020-02-26T15:35:35.262+08:00Tahun Hidup Bebas Hutang2020 HIDUP BEBAS HUTANG đ¤˛<br />
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Bebaskan diri anda dari hutang jahat yang memudaratkan ini.<br />
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1. Hutang kad kredit ~ selalunya 18%<br />
2. Hutang personal loan ~ 6-7%<br />
3. Hutang along ~ 10% keatas<br />
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Hutang diatas selalu interest tinggi dan cepat bertambah jika tidak membayar dengan cepat<br />
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Hutang yang perlu disettlekan segera.<br />
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1. Hutang bisnes<br />
2. Hutang belajar (study loan) ~ 1%<br />
3. Hutang dengan manusia<br />
4. Hutang kereta ~ 3 - 5%<br />
5. Hutang rumah ~ 4-7%<br />
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Ya Allah, Ya Hafiz.<br />
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Selamatkan hidup kami dari RIBA dan mudahkanlah urusan kami untuk settlekan semua jenis hutang yang ada.<br />
<br />
Aamiin<br />
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com1tag:blogger.com,1999:blog-2188798819739357530.post-16955768625712335712020-02-21T21:42:00.005+08:002020-02-21T21:46:20.601+08:00Dollar Cost AveragingDollar Cost Averaging (DCA) adalah salah satu cara pelaburan tetap yang kita lakukan sama ada secara bulanan, setiap 3 bulan atau setiap tahun secara tetap bergantung kepada kemampuan anda. Konsep ni bertujuan untuk mengurangkan risiko pelaburan yang kita buat.<br />
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Konsep ini boleh juga diguna pakai untuk mengurangkan risiko pelaburan anda didalam unit trust.<br />
Konsep dimana anda mendisiplinkan diri anda untuk melabur secara tetap untuk mengurangkan risiko akibat daripada turun naik harga pasaran dimana pelabur akan mendapat lebihan unit pelaburan apabila harga rendah dan sedikit unit pelaburan pada harga tinggi.<br />
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Dan secara puratanya pelabur dapat mengurangkan risiko pada harga purata. Ok jom kita tengok contoh berikut:-<br />
Market Up Trend (Pasaran Menaik):<br />
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Invested amount: RM2,000<br />
Unit accumulated: 2,109.60<br />
Average cost per unit: RM0.9480<br />
Average NAV (10 months): RM0.9504<br />
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Kesimpulan : Walaupun semasa pasaran menaik anda masih untung jika anda melabur secara tetap cost purata per unit masih rendah berbanding Cost purata harga (NAV) per unit.<br />
Market Down Trend (Pasaran Menurun):<br />
Invested amount: RM2,000<br />
Unit accumulated: 2,457.02<br />
Average cost per unit: RM0.8140<br />
Average NAV (10 months): RM0.8164<br />
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Kesimpulan : Walaupun anda masuk pasaran/melabur pada harga tinggi sekiranya anda disiplin dan melabur secara tetap purata kos unit anda dapat dikurangkan dan apabila pasaran menunjukkan carta up trend anda sudah boleh membuat keuntungan kembali.RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-32342179852055564992020-02-21T17:49:00.001+08:002020-02-21T17:49:25.529+08:00Bagaimana cara mengira Service Charge dalam Unit TrustRamai pelabur unit trust agak keliru dengan pengiraan Sales Charge ataupun sesetengahnya panggil Service Charge.<br />
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Setiap kali datang statement, mesti beberapa angka dalam statement tu tak dapat dikira dengan tepat. Statement salah print ker? Atau bagaimana pengiraan yang sebenar?<br /><br />So, untuk memahami pengiraan sebenar Sales Charge pelaburan unit trust anda, saya tunjukkan contoh actual statement dari pelaburan dalam dana Public Islamic. <br /><br />Contoh statement:<br />
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<br />Saya hanya bayar RM1000.00 untuk first time invest dalam dana tersebut.<br /><br />Kebiasaannya, pelabur dan UTC sendiri akan kira begini,<br />Total Sales Charge = Bayaran X Sales Charge (%)<br />= RM1000.00 X 5.25%<br />= RM52.50<br /><br />Jadi, Amount Invested = RM1000.00 - RM52.5<br />= RM947.50<br /><br />Total Units (Jumlah unit yang dapat) = Amount Invested / NAV<br />= RM947.50 / RM0.2543<br />= 3725.914 unit<br /><br />Ataupun kiraan yang dipermudahkan,<br />Total Units = (RM1000.00 - 5.2.5%) / RM0.2543<br />= 3725.914 unit<br /><br />Sebenarnya ini adalah kiraan yang salah. Buktinya, nilai dari pengiraan diatas tak sama dengan nilai dalam statement tadi. Di statement tu tulis Sales Charge RM52.13, so kalau kira dengan cara diatas, sales charge tak sampai 5.25% lah kan (RM49.88/RM1000.00 X 100% = 4.988% saja).<br /><br />Mengapa jadi begini?<br />
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Sebenarnya, sales charge dikira keatas âAmount Investedâ bukannya keatas âAmount Paid atau Jumlah Bayaranâ. Bagaimana nak kira Amount Invested ni?<br /><br />Begini, formula asasnya :<br /><br />Amount Invested = Amount Paid - Total Sales Charge.<br />Unit Credited (unit yang dapat) = Amount Invested / NAV per unit<br />Total Sales Charge = Sales Charge per unit X Unit Credited<br />Sales Charge per unit = NAV per unit X Sales Charge (%)<br /><br />Sebelum kita kira, mari kita main dengan matematik sikit untuk memudahkan formula diatas.<br /><br />Amount Invested = Amount Paid - Total Sales Charge<br />= Amount Paid - (Sales Charge per unit X Unit Credited)<br />= Amount Paid - (Sales Charge per unit X [Amount Invested / NAV per unit])<br />= Amount Paid - ([NAV per unit X Service Charge] X [Amount Invested / NAV per unit])<br />= Amount Paid - (Sales Charge X Amount Invested)<br /><br />Jadi,<br />Amount Invested + (Sales Charge X Amount Invested) = Amount Paid<br />Amount Invested X (Sales Charge + 1) = Amount Paid<br />Amount Invested = Amount Paid / (Sales Charge + 1)<br /><br />Berdasarkan sample statement diatas,<br />Amount Paid=RM1000, Sales Charge=5.25% dan NAV=RM0.2543<br /><br />Jadi...cara sebenar untuk kita kira adalah;<br />Amount Invested = Amount Paid / (Sales Charge + 1)<br />= RM1000.00 / (5.25% + 1)<br />= RM1000.00 / 1.0525<br />= RM 950.12 <â- sama dengan statement.<br /><br />Total Sales Charge = Sales Charge (%) X Amount Invested = 5.25% X RM950.12 = RM49.88 <â- sama dengan statement.<br /><br />Unit Credited (unit yang dapat) = Amount Invested / NAV per unit = RM950.12 / RM0.2543 = 3736.22 unit <â- sama dengan statement.RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-14578564605714964942020-02-20T13:19:00.002+08:002020-02-20T13:27:05.374+08:00Berapa perlu anda Simpan untuk BersaraDalam 25 tahun, anda perlu simpan jumlah wang berikut.<br />
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Untuk RM5000 sebulan, anda perlu simpan RM845,636 <br />
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Saya gunakan EZ Calculator (Apple), Financial Calculator (Android)<br />
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RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-58595635097539593642020-02-20T13:07:00.002+08:002020-02-20T13:08:00.970+08:00Adakah Pelaburan Hartanah adalah pelaburan terbaik?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkaC4Kd4IlZtuQ5vMqmvQTLoSnqujh1ZU2bImXPLY6ezjjwZLhZGsruRZKqP8y_7TTWYERA8EHPccRyALGzIIC7CkjK8Jp9ntEsZnscAIjnpsUgkoH3AaBt1Jlky4iDoEHERNEP4aaUnMs/s1600/firefox_cEGkfNcTjY.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="344" data-original-width="723" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkaC4Kd4IlZtuQ5vMqmvQTLoSnqujh1ZU2bImXPLY6ezjjwZLhZGsruRZKqP8y_7TTWYERA8EHPccRyALGzIIC7CkjK8Jp9ntEsZnscAIjnpsUgkoH3AaBt1Jlky4iDoEHERNEP4aaUnMs/s400/firefox_cEGkfNcTjY.png" width="400" /></a></div>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Ini adalah koleksi dari Twitter pelaburbijak</span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Anda membeli hartanah bernilai RM300,000 dan pada 30 tahun yang akan datang nilai hartanah tersebut meningkat menjadi RM1,000,000.</span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"></span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Anda seronok merasakan anda telah membuat keuntungan mudah sebanyak RM700,000. </span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Pasti? </span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Jika anda membuat pembiayaan sebanyak RM240,000 dan RM60K downpayment pada kadar interest 4.25% setahun, Anda telah membayar RM185,036 kepada pihak bank melalui interest.</span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Itu membuatkan kadar keuntungan anda menjadi RM514,964.[RM700,000 -<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">RM185,036]</span></span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Kemudian tolak lagi kos renovasi sekitar RM50,000 dalam tempoh 30 tahun tersebut, maka baki keuntungan RM464,964. [ </span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">RM514,964 - RM50000]</span></span><br />
<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><br /></span></span>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Bagaimana pula kos penyelenggaraan dan cukai ? </span></span></span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Di anggarkan setahun sekitar RM 4,500.
RM4,500 x 30 tahun = RM135,000/ dlm 30 tahun </span></span></span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"></span></span></span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Jika jumlah tersebut dibahagi kepada kadar keuntungan tahunan, </span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">RM329,964 á 30 =
RM10,998/setahun </span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">RM10,998.8/RM300,000 x 100 = 3.66% </span><br />
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Hanya 3.66% kadar keuntungan setahun.</span>RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-47048288701151757452020-02-20T12:24:00.000+08:002020-02-20T12:26:44.836+08:00Aplikasi Money LoverUntuk cashflow, saya lebih suka menggunakan aplikasi Money Lover.<br />
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Dengan Aplikasi ini boleh memasukkan jumlah pembelanjaan setiap hari dan juga income anda. Setiap bulan anda dapat melihat jumlah keluar masuk wang anda.<br />
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Disini, kita boleh tapis apakah jenis pembelanjaan yang boleh kita kurangkan.<br />
<br />Jika tidak dapat dikurangkan, perlulah anda mencari jalan untuk menambah pendapatan.<br />
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-19299257582508129852020-02-20T11:28:00.001+08:002020-02-20T11:44:43.292+08:00Kewangan 101<div class="separator" style="clear: both; text-align: center;">
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Ramai masih tidak faham tentang kewangan. Ramai yang masih mencari apa yang perlu dibuat dan berharap ada orang yang dapat tolong merancang kewangan mereka.</div>
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Secara mudahnya, sebelum merancang kewangan anda sendiri, ada beberapa perkara yang penting anda tahu.</div>
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1. Siapa kah yang anda rujuk tentang kewangan? Adakah isteri/suami anda, kawan-kawan terdekat</div>
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2. Buku kewangan mana yang pernah anda baca? Adakah anda membaca buku kewangan? </div>
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3. Pernah kah anda berhubung dengan Perancang kewangan untuk masalah kewangan anda?</div>
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Selalunya, kita akan rujuk kepada orang-orang yang tidak pakar dalam bidang kewangan yang betul-betul memberi maklumat tentang kewangan anda.</div>
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Antara perkara utama yang perlu anda buat</div>
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1. Target setiap bulan, iaitu 10% dari jumlah pendapatan anda setiap bulan. Jika gaji anda RM3000, maka mininum simpanan yang perlu adalah 10% x 3000 = RM300</div>
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2. Kaji dan kawal perkara berikut</div>
<ul>
<li>Cashflow</li>
<li>Networth</li>
<li>Status Hutang</li>
<li>Portfolio Pelaburan</li>
<li>Tabung Kecemasan</li>
<li>Perancang Perumahan</li>
</ul>
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<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-83124257531170330262020-02-18T13:15:00.002+08:002020-02-18T13:21:54.331+08:00Debt Myth<div class="separator" style="clear: both; text-align: center;">
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Ini adalah salah anggapan orang tentang hutang. sila hadam betul-betul.</div>
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<img border="0" data-original-height="685" data-original-width="386" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQN49yHOV5m3YDbv8wXxtCsaacPsapx76pJwKkWNjBkBJoVOzya47V28MDk1YHkon5vVGtWTGR06Df8QlOsGrj3mD7kn3nUi4YYwK75XQLWczPb8Wun_wejGoSl1X2vvM-zUybaXZ0np1K/s640/firefox_KS0InY3e7M.png" width="360" /></div>
<br />
<br />
<br />
Excerpt from Dave Ramsey<br />
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-67631015664541988612020-02-16T16:27:00.002+08:002020-02-18T13:21:00.508+08:00Pelepasan Cukai 2019<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMV2eFKEBvZEsCd0DJCWmeqiz-0BGJuxTTxM5DkfcPb2ZQsGAmNtLTJHGdJLthmM5M-cZimus4wn_Uv5JDbLpmuGg5eViffMQzhKVb0mgtl1yfDHgBW67KSAjkVxi3cp41vn4mrhdbZFCC/s1600/IMG-20200215-WA0037.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="980" data-original-width="725" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMV2eFKEBvZEsCd0DJCWmeqiz-0BGJuxTTxM5DkfcPb2ZQsGAmNtLTJHGdJLthmM5M-cZimus4wn_Uv5JDbLpmuGg5eViffMQzhKVb0mgtl1yfDHgBW67KSAjkVxi3cp41vn4mrhdbZFCC/s640/IMG-20200215-WA0037.jpg" width="472" /></a></div>
<br />
Sebelum ini pelepasan untuk bahan bacaan atau buku adalah sebanyak RM1000 tetapi sekarang ianya dikira sebagai lifestyle dan dikumpul kan dengan alatan komputer, gym bagi pelepasan sebanyak RM2500<br />
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-45712767896125646872020-02-12T11:48:00.002+08:002020-02-21T18:00:56.274+08:00Jom Labur dalam Wahed Invest<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwVquAS0kd9s0NkZYd7Ldruka0g-B2cAEqBV7M4kIRWT1dfB4atZZN0Mrr5KKB8CY4JlpIlxsmXDYR1o1YNS4sTXZBVA7zHnkRIkEV6q7wTbR5nh3L_uIux2BczoTj8Z3XQdOHyFbP4T_r/s1600/chrome_BamxojKV6D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="584" data-original-width="292" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwVquAS0kd9s0NkZYd7Ldruka0g-B2cAEqBV7M4kIRWT1dfB4atZZN0Mrr5KKB8CY4JlpIlxsmXDYR1o1YNS4sTXZBVA7zHnkRIkEV6q7wTbR5nh3L_uIux2BczoTj8Z3XQdOHyFbP4T_r/s640/chrome_BamxojKV6D.png" width="320" /></a></div>
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<a href="http://www.bebashutang.com/2020/02/jom-labur-dalam-wahed-invest.html">Wahed Invest</a> Sudah tiba di Malaysia!<br /></div>
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Bermodalkan serendah RM 100, anda sudah boleh mula melabur. Tak pandai jual beli saham? </div>
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<br /></div>
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Tidak Mengapa <a href="http://www.bebashutang.com/2020/02/jom-labur-dalam-wahed-invest.html">Wahed Invest</a> akan lakukanya untuk anda.</div>
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<br /></div>
Anda hanya perlu tunggu sahaja keuntungan masuk ke akaun anda.<br />
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<br /></div>
<a href="http://www.bebashutang.com/2020/02/jom-labur-dalam-wahed-invest.html">Wahed Invest</a> adalah salah satu Robo advisor yang diiktiraf oleh SC Malaysia. Rujuk link dibawah!<br />
<br />
Saya memcuba setelah melihat perkembangan prestasi Wahed Invest ini.<br />
<br />
<b>Jika anda berminat untuk melabur (memang best) income lain macam:</b><br />
<br />
1. Muat turun aplikasi Wahed Invest. Anda boleh muat turun applikasi @WahedInvest<br />
di Apple app store atau google playstore atau klik link di bawah.<br />
<br />
<blockquote class="tr_bq">
Apple ios : <br />
<a href="https://itunes.apple.com/app/wahed-invest/id1440724971">https://itunes.apple.com/app/wahed-invest/id1440724971</a><br />
<br />
Google Android :<br />
<a href="https://play.google.com/store/apps/details?id=com.wahed.mobile">https://play.google.com/store/apps/details?id=com.wahed.mobile</a></blockquote>
<br />
2. Buka akaun: masukkan alamat emel, cipta kata laluan & pilih Malaysia<br />
<br />
3. Jawab 8 soalan & pilih portfolio. Ini penting untuk mengetahui jenis risko profil anda<br />
<br />
4. Lengkapkan pendaftaran: nama, alamat & jgn lupa kod <b>mohmoh1153 . ingat tu!</b><br />
<br />
5. E-KYC: Kad pengenalan & Selfie & Voice note . Ini untuk pengesahan bahawa anda genuine.<br />
<br />
6. Deposit RM100 . Pastikan bank yang sama untuk anda keluarkan nanti!<br />
<br />
7. Tunggu & selesai<br />
<br />
<br />
<b>Tips Penting:
</b><br />
<br />
1. Pastikan anda meletakkan alamat anda sama dengan sampel alamat untuk bil anda. (contoh: bil elektrik, unifi, syabas)<br />
<br />
2. Pastikan transaksi akaun yang anda masukkan adalah sama dengan akaun yamg akan anda keluarkan nanti.<br />
<br />
3. Pastikan akaun anda diapprove dulu sebelum deposit RM100. Kadangkala ia akan mengambil masa.<br />
<br />
4. 1st. Sediakan Dokumen ini dahulu.<br />
<br />
<blockquote class="tr_bq">
â Kad Pengenalan (wajib)<br />
â Kad Lesen memandu (pilihan)<br />
â Bil utiliti/telefon/penyata bank/surat rasmi yg tertera nama anda dan alamat utk tujuan pengesahan.</blockquote>
<br />
Sesiapa yang mendaftar mengunakan referral saya, saya akan menghadiahkan ebook ini kepada anda.<br />
<br />
<blockquote class="tr_bq">
1. Dave Ramsey Total Money Makeover<br />
2. Dato Dr Nazri Khan Pelabur Bijak</blockquote>
<br />
dan banyak lagi.<br />
<br />
Wasap kepada saya <a href="http://waheed.wasap.my/">http://waheed.wasap.my</a><br />
<br />
<br />
<br />
Suruhanjaya Sekuriti Malaysia tentang Wahed Invest,<br />
Rujuk link dibawah <span style="background-color: rgba(0 , 0 , 0 , 0.03); color: #14171a; display: inline; float: none; font-family: , , "blinkmacsystemfont" , "segoe ui" , "roboto" , "ubuntu" , "helvetica neue" , sans-serif; font-size: 15px; font-style: normal; font-weight: 400; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;"><br /><a href="https://ers.seccom.com.my/public/CompanyGeneralInfo.aspx?LicenceID=37306">https://ers.seccom.com.my/public/CompanyGeneralInfo.aspx?LicenceID=37306</a></span> <br />
<br />
<br />
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0tag:blogger.com,1999:blog-2188798819739357530.post-3414774843545174072020-02-12T10:57:00.000+08:002020-02-12T10:59:12.890+08:00Tips Simpan Duit yang boleh kita buat<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UWlTMC-funb8pl7uipkZ4AGIPqit5MeF0ZeG6bwtPNHH1H4gZOmhGKuRZbYR_7AJ6RD5JznBeG90qtn7iF7Rx2WURCBkiN3i55WzZ_DtVLzNiblHvUZrocJkiU_QeSPpJhQAwkyGdx3N/s1600/simpanduit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="338" data-original-width="600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UWlTMC-funb8pl7uipkZ4AGIPqit5MeF0ZeG6bwtPNHH1H4gZOmhGKuRZbYR_7AJ6RD5JznBeG90qtn7iF7Rx2WURCBkiN3i55WzZ_DtVLzNiblHvUZrocJkiU_QeSPpJhQAwkyGdx3N/s400/simpanduit.jpg" width="400" /></a></div>
Tips simpan duit yang kita boleh buat: <br />
<br />
1. Set jangka masa untuk goal kita. Contoh nak ada RM2K pada Dec tahun ini<br />
2. Learn to say NO untuk benda yang tak penting <br />
3. Set bajet dan follow<br />
4. Terus asingkan certain amount untuk simpanan bila dapat gaji (10-20% dari gaji)<br />
5. Simpan dulu baru belanja<br />
<br />
Jom belajar untuk bijak menguruskan wang anda!<br />
<br />RuangIklanhttp://www.blogger.com/profile/00591344616983878002noreply@blogger.com0