tag:blogger.com,1999:blog-41942641092122845532024-03-19T01:50:23.516-07:00Expedition AdventureExpedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-4194264109212284553.post-9355514534103392392014-07-07T03:40:00.001-07:002014-07-07T03:41:58.770-07:00Project Excel : Menu Drop List dengan COMBO BOX (Form Control)<div style="text-align: justify;">
Hi guys, saya mau sharing lagi nih tentang menu drop list di excel. Pada tulisan saya sebelumnya saya sharing menggunakan cara <a href="http://expedition-2014.blogspot.com/2014/02/project-excel-menu-drop-list-dengan.html" target="_blank">"VALIDATION"</a> nah untuk yang saat ini saya mau sharing dengan menggunakan drop box. adapun caranya sebagai berikut :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR1lvgCtVBmOgE8i98VvjFbX4lNXkMpKSvgUXMStfWX96oW30psiDDY85YH8x5a1OZY4ifPP4HTs9Aj6VGuDt7wc1WQha4neunmD2P5FuR9EcGT7tbCdmnueTGS5qp_6wS7Gy4-0vF4o8/s1600/1.png" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR1lvgCtVBmOgE8i98VvjFbX4lNXkMpKSvgUXMStfWX96oW30psiDDY85YH8x5a1OZY4ifPP4HTs9Aj6VGuDt7wc1WQha4neunmD2P5FuR9EcGT7tbCdmnueTGS5qp_6wS7Gy4-0vF4o8/s1600/1.png" height="160" width="200" /></a></div>
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Gunakan tools combo box pada menu form control , klik pada menu pilihan combo box lalu letakkan kursor pada tempat yang kita inginkan, lalu klik jangan dilepas tarik sesuaikan ukuran yang kita inginkan.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-mdY58gfObx0r1cO9avinsoKQfjb3B4gAehCGxYrxZ1SmZ8fMYv2ZwVIjfREsv-zSF7WI1kJOqVzsMStXa1FLB2YZ6Yt5lv0CORvAHPg8UiOh1aEZbNNxUcCgSW3pIS9y-lpySFDurmM/s1600/2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-mdY58gfObx0r1cO9avinsoKQfjb3B4gAehCGxYrxZ1SmZ8fMYv2ZwVIjfREsv-zSF7WI1kJOqVzsMStXa1FLB2YZ6Yt5lv0CORvAHPg8UiOh1aEZbNNxUcCgSW3pIS9y-lpySFDurmM/s1600/2.png" height="98" width="200" /></a></div>
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Setelah kursor anda lepas hasilnya seperti gambar di sebelah ini.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmcTLN1ug6we0eX6h9HwVvRTnI47nFQ-t_Ic8LWa83twE7ZMczsmAZLC6E02JbarJ_j4Ljb4yR2-x7k-46k-YDUVXxK4d78rYtIt6AxirfldiDWk8fYT6pxXAtkQ7jY31d3fyIkvtf7u0/s1600/3.png" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmcTLN1ug6we0eX6h9HwVvRTnI47nFQ-t_Ic8LWa83twE7ZMczsmAZLC6E02JbarJ_j4Ljb4yR2-x7k-46k-YDUVXxK4d78rYtIt6AxirfldiDWk8fYT6pxXAtkQ7jY31d3fyIkvtf7u0/s1600/3.png" height="136" width="200" /></a>sebagai bahan percobaan, saat ini kita akan memasukkan data pada kolom E2 sampai E10 ke dalam menu (drop list / combo box)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIGFNqJSw5ZWpi8vQeIU5pDqAVMH0dV9SbatHYRaU9UCTxIQz80eBroO2BAI0tkxuS0vFf02ibykIeniL-wjtC9VvHAij4ZFFOZ59lh7IPe0ywHG7jt1p8ttJGpei5tbFl4Quswl0ygU8/s1600/4.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIGFNqJSw5ZWpi8vQeIU5pDqAVMH0dV9SbatHYRaU9UCTxIQz80eBroO2BAI0tkxuS0vFf02ibykIeniL-wjtC9VvHAij4ZFFOZ59lh7IPe0ywHG7jt1p8ttJGpei5tbFl4Quswl0ygU8/s1600/4.png" height="193" width="200" /></a></div>
Klik kanan pada tool combo box lalu pilih menu Format Control</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6uY284ojIkGjR_IzRic9OYaitkuIjrJcU_M9Ipdfu3oU4cFx41j3KSCVyKdo_3b1KOEEFnpSXjx5dCQGekkHRnod7qk086w6ztQPHO8af7cYvrKpbV8gqbXwRaaNe-4X0_Vahp_zLEX4/s1600/5.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6uY284ojIkGjR_IzRic9OYaitkuIjrJcU_M9Ipdfu3oU4cFx41j3KSCVyKdo_3b1KOEEFnpSXjx5dCQGekkHRnod7qk086w6ztQPHO8af7cYvrKpbV8gqbXwRaaNe-4X0_Vahp_zLEX4/s1600/5.png" height="388" width="640" /></a></div>
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Setelah klik kanan, dan pilih menu format control, maka akan muncul kotak dialog seperti gambar di atas. untuk melanjutkannya pilih tabmenu contro, di dalam tab menu control terdapat isian </div>
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<ul>
<li>Input Range : adalah area data yang akan kita masukkan ke dalam combo box</li>
<li style="text-align: justify;">Cell Link : adalah lokasi cell yang akan menunjukkan data ke berapa dari data yg kita pilih tadi.</li>
<li>Drop Down lines : adalah jumlah banyak list yang akan di tampilkan saat kita meng klik nya.</li>
<li>3-D shaing : tampilan 3D</li>
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Setelah semua di lakukan selanjutnya klik OK</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBtKs1g2nKbh4duES_euNmhAAcy53N1wTAkcHrsmIYs7mNQOlnMgqU1z-upo1dmgsvh1SjLetaQOb6sj5pEm1ltZRDwqyCPeoktZpNwauMkFaMv7P-tq9Z_ZAFCma_qQGsx-PMSrVNkQ/s1600/6.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBtKs1g2nKbh4duES_euNmhAAcy53N1wTAkcHrsmIYs7mNQOlnMgqU1z-upo1dmgsvh1SjLetaQOb6sj5pEm1ltZRDwqyCPeoktZpNwauMkFaMv7P-tq9Z_ZAFCma_qQGsx-PMSrVNkQ/s1600/6.png" /></a></div>
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Setelah klik OK kita bisa mencobanya, maka tampilannya seperti gambar di samping. Pada cell C2 menggambarkan urutan data dari data yang kita pilih. andaikan kita milih huruh A maka yang muncul adalah 1 sebab data ke-1, jika kita pilih D maka yang muncul adalah 4, sebab data ke -4</div>
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Selamat mencoba.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6uY284ojIkGjR_IzRic9OYaitkuIjrJcU_M9Ipdfu3oU4cFx41j3KSCVyKdo_3b1KOEEFnpSXjx5dCQGekkHRnod7qk086w6ztQPHO8af7cYvrKpbV8gqbXwRaaNe-4X0_Vahp_zLEX4/s1600/5.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><br /></a></div>
Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-14735036919100300432014-03-08T09:12:00.000-08:002014-03-08T09:12:06.862-08:00Sharing : Difinisi Analisa Credit<div style="text-align: justify;">
Saat ini saya ingin membuka sharing
tentang analisa kredit, saya sendiri bukanlah seorang ahli atau pakar,
namun karena pekerjaan saya yang sering menganalisa membuat saya
terdorong ingin sharing. Kita tahu orang yang melakukan analisa kredit
biasa dinamakan dengan Credit Analyst atau biasa dipanggil CA. Namun
terkadang seorang CA sendiri apalagi bagi CA pemula sering tidak
memahami apa itu analisa credit, dan bagaimana harus memulainya.</div>
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Kondisi
hal itupun juga pernah saya alamai dikala saya mulai menekuni dunia
analisa kredit untuk kendaraan otomotif, namun seiring waktu berjalan
saya mulai memahami apa itu analisa credit dan saya mencoba memahami
dari sisi pemahaman saya sendiri.</div>
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Untuk
memahami Analisa Credit kita harus tahu dulu difinisi dari apa itu
Credit dan apa itu Analisa., dan jika kita lihat dari pengertian
seriusnya bisa kita baca dibawah ini </div>
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<span style="font-family: inherit; font-size: small;"><span style="color: black; font-weight: bold;">Credit : </span><span style="color: black;">berasal dari kata Yunani Credere yang berarti Kepercayaan,
oleh karena itu pemberian kredit hanyalah diberikan kepada pihak-pihak yang
dipercaya, bahwa pihak peminjam memiliki kemampuan untuk memenuhi kewajiban
membayar hutangnya kepada pihak pemberi pinjaman</span></span><span style="color: black; font-family: Calibri; font-size: 18.0pt; language: id; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">UU
No.10 Tahun 1998 : Tentang Perbankan </span></u><span style="color: black;">:</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Kredit</span><span style="color: black;"> </span><span style="color: black;">adalah</span><span style="color: black;"> </span><span style="color: black;">penyediaan</span><span style="color: black;"> </span><span style="color: black;">uang</span><span style="color: black;"> </span><span style="color: black;">atau</span><span style="color: black;"> </span><span style="color: black;">tagihan</span><span style="color: black;"> yang </span><span style="color: black;">dapat</span><span style="color: black;"> </span><span style="color: black;">dipersamakan</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">itu</span><span style="color: black;">, </span><span style="color: black;">berdasarkan</span><span style="color: black;"> </span><span style="color: black;">persetujuan</span><span style="color: black;"> </span><span style="color: black;">atau</span><span style="color: black;"> </span><span style="color: black;">kesepakatan</span><span style="color: black;"> </span><span style="color: black;">pinjam-meminjam</span><span style="color: black;"> </span><span style="color: black;">antara</span><span style="color: black;"> bank </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">pihak</span><span style="color: black;"> lain yang </span><span style="color: black;">mewajibkan</span><span style="color: black;"> </span><span style="color: black;">pihak</span><span style="color: black;"> </span><span style="color: black;">peminjam</span><span style="color: black;"> </span><span style="color: black;">untuk</span><span style="color: black;"> </span><span style="color: black;">melunasi</span><span style="color: black;"> </span><span style="color: black;">utangnya</span><span style="color: black;"> </span><span style="color: black;">setelah</span><span style="color: black;"> </span><span style="color: black;">jangka</span><span style="color: black;"> </span><span style="color: black;">waktu</span><span style="color: black;"> </span><span style="color: black;">tertentu</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">pemberian</span><span style="color: black;"> </span><span style="color: black;">bunga</span></span></div>
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">Kamus
besar bahasa Indonesia </span></u><span style="color: black;">:</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Analisis </span><span style="color: black;">adalah penguraian suatu pokok atas berbagai bagiannya dan
penelaahan bagian itu sendiri serta hubungan antar bagian untuk memperoleh
pengertian yang tepat dan pemahaman arti keseluruhan</span></span></div>
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Dari
ke-3 difinisi di atas, buat saya yang awam dikala itu sangatlah
membingungkan, sebab kenapa disana hanya menjabarkan secara umum,
sehingga kita yang awam harus menggali lagi. Namun ada kata acuan yang
membuat saya bisa lebih memahami dari difinisi diatas, yaitu KEPERCAYAAN
dan KEMAMPUAN, nah jika dua kata ini saling singkron dengan pendanaan
sehingga saling support, saya menyimpulkan hanya dengan satu kata yaitu
LAYAK, sehingga sedikit saya tarik kesimpulan awal kecil proses analisa
credit itu adalah sebuah proses untuk memahami suatu KELAYAKAN atas
pengajuan credit, yang mana harapan dari keputusan akhirnya nanti bisa
seirama dengan kepentingan perusahaan.</div>
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Sehingga seiring waktu saya mencoba sedikit menyusun difinis yang lebih bisa saya pahami tentang apa itu Analisa Credit</div>
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">Analisa Credit adalah :</span></u></span></div>
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<span style="font-size: small;"><span style="color: black;">Suatu proses yang dilakukan oleh seorang credit analyst
dalam hal </span><u><span style="color: red; font-weight: bold;">memastikan kelayakan </span></u></span></div>
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<span style="font-size: small;">1.<span style="color: black;"> proses pengajuan kredit
benar dari awal hingga akhir,</span></span></div>
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<span style="font-size: small;">2.<span style="color: black;"> kepastian calon debitor,
</span></span></div>
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<span style="font-size: small;">3.<span style="color: black;"> keabsahan dokumen
persyaratan, </span></span></div>
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<span style="font-size: small;">4.<span style="color: black;"> kesesuaian nilai
pengajuan kredit dan nilai jaminan</span></span></div>
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<span style="font-size: small;">5. <span style="color: black;">serta tingkat resiko
yang muncul setelahnya</span></span></div>
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<span style="font-family: inherit; font-size: small;"><span style="color: black;">yang keseluruhannya dipastikan </span><u><span style="color: red; font-weight: bold;">sejalan dengan
kepentingan perusahaan</span></u></span><u style="text-underline: single;"><span style="color: red; font-family: Calibri; font-size: 18.0pt; font-weight: bold; language: id; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
</span></u></div>
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EA-PBA<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">©</span>2014<br />
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Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-26481577144174326192014-03-08T08:11:00.000-08:002014-03-08T08:11:48.951-08:00Sharing : Difinisi Analisa Credit<div style="text-align: justify;">
Saat ini saya ingin membuka sharing
tentang analisa kredit, saya sendiri bukanlah seorang ahli atau pakar,
namun karena pekerjaan saya yang sering menganalisa membuat saya
terdorong ingin sharing. Kita tahu orang yang melakukan analisa kredit
biasa dinamakan dengan Credit Analyst atau biasa dipanggil CA. Namun
terkadang seorang CA sendiri apalagi bagi CA pemula sering tidak
memahami apa itu analisa credit, dan bagaimana harus memulainya.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kondisi
hal itupun juga pernah saya alamai dikala saya mulai menekuni dunia
analisa kredit untuk kendaraan otomotif, namun seiring waktu berjalan
saya mulai memahami apa itu analisa credit dan saya mencoba memahami
dari sisi pemahaman saya sendiri.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Untuk
memahami Analisa Credit kita harus tahu dulu difinisi dari apa itu
Credit dan apa itu Analisa., dan jika kita lihat dari pengertian
seriusnya bisa kita baca dibawah ini </div>
<div style="text-align: justify;">
<br />
<span style="font-family: inherit; font-size: small;"><span style="color: black; font-weight: bold;">Credit : </span><span style="color: black;">berasal dari kata Yunani Credere yang berarti Kepercayaan,
oleh karena itu pemberian kredit hanyalah diberikan kepada pihak-pihak yang
dipercaya, bahwa pihak peminjam memiliki kemampuan untuk memenuhi kewajiban
membayar hutangnya kepada pihak pemberi pinjaman</span></span><span style="color: black; font-family: Calibri; font-size: 18.0pt; language: id; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">UU
No.10 Tahun 1998 : Tentang Perbankan </span></u><span style="color: black;">:</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Kredit</span><span style="color: black;"> </span><span style="color: black;">adalah</span><span style="color: black;"> </span><span style="color: black;">penyediaan</span><span style="color: black;"> </span><span style="color: black;">uang</span><span style="color: black;"> </span><span style="color: black;">atau</span><span style="color: black;"> </span><span style="color: black;">tagihan</span><span style="color: black;"> yang </span><span style="color: black;">dapat</span><span style="color: black;"> </span><span style="color: black;">dipersamakan</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">itu</span><span style="color: black;">, </span><span style="color: black;">berdasarkan</span><span style="color: black;"> </span><span style="color: black;">persetujuan</span><span style="color: black;"> </span><span style="color: black;">atau</span><span style="color: black;"> </span><span style="color: black;">kesepakatan</span><span style="color: black;"> </span><span style="color: black;">pinjam-meminjam</span><span style="color: black;"> </span><span style="color: black;">antara</span><span style="color: black;"> bank </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">pihak</span><span style="color: black;"> lain yang </span><span style="color: black;">mewajibkan</span><span style="color: black;"> </span><span style="color: black;">pihak</span><span style="color: black;"> </span><span style="color: black;">peminjam</span><span style="color: black;"> </span><span style="color: black;">untuk</span><span style="color: black;"> </span><span style="color: black;">melunasi</span><span style="color: black;"> </span><span style="color: black;">utangnya</span><span style="color: black;"> </span><span style="color: black;">setelah</span><span style="color: black;"> </span><span style="color: black;">jangka</span><span style="color: black;"> </span><span style="color: black;">waktu</span><span style="color: black;"> </span><span style="color: black;">tertentu</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">pemberian</span><span style="color: black;"> </span><span style="color: black;">bunga</span></span></div>
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">Kamus
besar bahasa Indonesia </span></u><span style="color: black;">:</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Analisis </span><span style="color: black;">adalah penguraian suatu pokok atas berbagai bagiannya dan
penelaahan bagian itu sendiri serta hubungan antar bagian untuk memperoleh
pengertian yang tepat dan pemahaman arti keseluruhan</span></span></div>
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Dari
ke-3 difinisi di atas, buat saya yang awam dikala itu sangatlah
membingungkan, sebab kenapa disana hanya menjabarkan secara umum,
sehingga kita yang awam harus menggali lagi. Namun ada kata acuan yang
membuat saya bisa lebih memahami dari difinisi diatas, yaitu KEPERCAYAAN
dan KEMAMPUAN, nah jika dua kata ini saling singkron dengan pendanaan
sehingga saling support, saya menyimpulkan hanya dengan satu kata yaitu
LAYAK, sehingga sedikit saya tarik kesimpulan awal kecil proses analisa
credit itu adalah sebuah proses untuk memahami suatu KELAYAKAN atas
pengajuan credit, yang mana harapan dari keputusan akhirnya nanti bisa
seirama dengan kepentingan perusahaan.</div>
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Sehingga seiring waktu saya mencoba sedikit menyusun difinis yang lebih bisa saya pahami tentang apa itu Analisa Credit</div>
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<span style="font-size: small;"><u><span style="color: black; font-weight: bold;">Analisa Credit adalah :</span></u></span></div>
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<span style="font-size: small;"><span style="color: black;">Suatu proses yang dilakukan oleh seorang credit analyst
dalam hal </span><u><span style="color: red; font-weight: bold;">memastikan kelayakan </span></u></span></div>
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" 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" 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<span style="font-size: small;">1.<span style="color: black;"> proses pengajuan kredit
benar dari awal hingga akhir,</span></span></div>
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<span style="font-size: small;">2.<span style="color: black;"> kepastian calon debitor,
</span></span></div>
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<span style="font-size: small;">3.<span style="color: black;"> keabsahan dokumen
persyaratan, </span></span></div>
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<span style="font-size: small;">4.<span style="color: black;"> kesesuaian nilai
pengajuan kredit dan nilai jaminan</span></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed;">
<span style="font-size: small;">5. <span style="color: black;">serta tingkat resiko
yang muncul setelahnya</span></span></div>
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<span style="font-family: inherit; font-size: small;"><span style="color: black;">yang keseluruhannya dipastikan </span><u><span style="color: red; font-weight: bold;">sejalan dengan
kepentingan perusahaan</span></u></span><u style="text-underline: single;"><span style="color: red; font-family: Calibri; font-size: 18.0pt; font-weight: bold; language: id; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
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EA-PBA<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">©</span>2014<br />
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Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-89611008695144187122014-02-14T17:56:00.000-08:002014-02-14T17:56:04.848-08:00Project Excel : Menu Drop List dengan Data Validation<div style="text-align: justify;">
<span class="post-timestamp"><a class="timestamp-link" href="http://endonesia-bebas.blogspot.com/2009/01/membuat-menu-list-down.html" rel="bookmark" title="permanent link"><abbr class="published" title="2009-01-21T19:40:00-08:00"></abbr></a>
</span>
<span class="post-comment-link">
</span>
</div>
<div class="post-body entry-content" id="post-body-2042408487090801947" style="text-align: justify;">
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYcxPk73qjn-exazFDNVLd6JKGaz_f8m5q7dbEWS5RRFhcUjOeFhc2pRkod2FsmdmT7dChXJYkE5TUPwP9NQOouoFyQcXd-JEdHBdS822FmMekaba7BBSY0UFt5KUeJhLBaEZ0JteKF3yj/s1600-h/2.bmp"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293958546826660178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYcxPk73qjn-exazFDNVLd6JKGaz_f8m5q7dbEWS5RRFhcUjOeFhc2pRkod2FsmdmT7dChXJYkE5TUPwP9NQOouoFyQcXd-JEdHBdS822FmMekaba7BBSY0UFt5KUeJhLBaEZ0JteKF3yj/s400/2.bmp" style="cursor: hand; float: left; height: 238px; margin: 0px 10px 10px 0px; width: 319px;" /></a><br />Hi para pengguna excel, lihat pada gambar apakah sudah pernah mencoba, jika belum mari kita lihat di bawah ini triknya:<br /><br /><span class="fullpost">Untuk membuat menu list down pada sebuah cell di excel dengan menu <u><b>data validation </b></u>ada beberapa tahap, yaitu :<br /><strong> </strong></span></div>
<div>
<span class="fullpost"><strong>Tahap pertama</strong>,
buat dulu data yang akan kita masukkan ke dalam list down menu.
Misalnya list bulan dari januari sampai desember. Seperti pada contoh di
gambar atas, data bulan kita buta di <strong>D1</strong> sampai <strong>D12</strong> (D1:D12).<br /><br /><strong>Tahap ke dua</strong>,
piliha lokasi cell yang akan diseting sebagai lokasi menu list down.
Pada contoh lokasi yang dipilih adalah Cell A2. (letakkan kursor pada
cell A2)<br /><br /><strong>Tahap ke tiga</strong>, pada menu bar klik <strong>Data</strong> --> <strong>Validation</strong>, maka akan keluar jendela window <strong>Data Validation</strong>. Pada Tab Settings, dibagian <strong>Allow</strong>: ganti dengan <strong>List</strong>, maka bagian <strong>Source</strong> menjadi terbuka. Pada kotak pengisian source isi dengan <strong><span style="color: red;">=$D$1:$D$12</span></strong>, lalu klik OK<br /><br />Fungsi tanda <strong>$</strong> pada <strong>=$D$1:$D$12</strong>, berguna untuk mengunci cell yang digunakan sebagai link data. </span></div>
<div>
<span class="fullpost">Fungsi tanda : pada =$D$1:$D$12, merupakan perintah "<strong>sampai dengan". </strong>Pada rumus tersebut berarti baca data dari cell D1 sampai dengan D12. SELAMAT MENCOBA </span></div>
</div>
Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-10796395231206190142014-02-14T17:49:00.001-08:002014-02-14T17:49:31.049-08:00Formula Excel : Menggabungkan 2 Data dari 2 Cell<div style="text-align: justify;">
Membaca judulnya saja sepertinya aga ribet tutor excel ini.
Menggabungkan dua data dari dua cell excel ke dalam satu cell. Nah,
daripada bingung dan mikir yang nggak - nggak mendingan langsung aja ke
contohnya:<br /><br />Contoh ini saya menggunakan background akuntansi.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbAfuBM7pnYa1cbG8jcTiSWLVEPMvVgoZxdZoyPpHaunj2H1xKaVMw7dzYUWGUrLZ8qvFtgelR4i6dqRuKi7GsKd-NOnKHK8sK0xIFfNKkB9zsYDrTR9HPEtRSZm7DxrI1mIYHGMr923Ep/s1600-h/1.bmp"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293951446548183682" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbAfuBM7pnYa1cbG8jcTiSWLVEPMvVgoZxdZoyPpHaunj2H1xKaVMw7dzYUWGUrLZ8qvFtgelR4i6dqRuKi7GsKd-NOnKHK8sK0xIFfNKkB9zsYDrTR9HPEtRSZm7DxrI1mIYHGMr923Ep/s400/1.bmp" style="cursor: hand; float: left; height: 62px; margin: 0px 10px 10px 0px; width: 345px;" /></a><br /><br /><span class="fullpost"><br />Dalam
gambar di atas kita bisa lihat terdapat 3 kolom dan 2 lajur (row).
Kolom pertama (A) merupakan kolom kode (data1), kolom kedua (B) kolom
Keterangan (data2) dan kolom ke tiga (C) merupakan kolom Chart of
Account.<br /><br />Penggabungan data dimaksud adalah data pada cell A2 dan B2 akan digabungkan menjadi satu di cell C2 menggunakan rumus :<br /><br /><span style="color: #3333ff;"><strong>= A1 &" "&B1</strong></span> (Rumus ini di ketik pada cell C2)<br /><br />Jarak antara 2 kutip pada &" "& merupakan jarak spasi penggabungan tersebut. contoh<br />jika rumus di ketik = A1 &" "&B1 (jarak 10 spasi) makan hasilnya akan 101 Kas (10 spasi)</span></div>
Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-63348261240036200672014-02-14T17:43:00.002-08:002014-02-14T17:43:19.224-08:00Formula Excel : Mencari banyaknya angka yg hilang pada bagian A<h3 class="post-title entry-title">
</h3>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdBy278AMQlbjIycW8S5z-4s15wZAv8fGaaSbffEYztOEGrysg9VIcMZ_xTekWO1jl_LM-p_wQdVOoE_TNv68u8sCV_UPx524Vs6ObzekDT9lU_nRPlfj2MBmS28agKxgsLXKmzg06gFMZ/s1600-h/Mencari+yg+hilang.bmp"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5345615966384272034" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdBy278AMQlbjIycW8S5z-4s15wZAv8fGaaSbffEYztOEGrysg9VIcMZ_xTekWO1jl_LM-p_wQdVOoE_TNv68u8sCV_UPx524Vs6ObzekDT9lU_nRPlfj2MBmS28agKxgsLXKmzg06gFMZ/s400/Mencari+yg+hilang.bmp" style="cursor: hand; float: left; height: 108px; margin: 0px 10px 10px 0px; width: 400px;" /></a><br /><br /><br /><br /><br /><br /><br />Bisa menggunakan formula =<span style="color: #6666cc;"><span style="color: #3333ff;">SUMPRODUCT( COUNTIF(A1: H1,"A")*( A2:H2=0))</span></span><div>
</div>
<span style="font-size: 78%;"><em>Dapet dari : milis belajar excel</em></span>Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-66229436334545400632014-02-14T09:22:00.000-08:002014-02-14T09:22:18.324-08:00Formula Excel : Rumus Pembulatan Excel ke Atas
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho4DfxgcY5PR70gV-PgzkU4MHkLQzRFMrDukuOik6StFtJJ1MDmdSLPHdTAqcHOADoyCEoDOfZk-DGgO3pmuL0IwWeinNdHqyD5v4qFNJ0fh2euAQ5tMi6x2KiNtzenK9s7BWMq1m3nlIo/s1600/ROUNDUP.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5695676385234557842" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho4DfxgcY5PR70gV-PgzkU4MHkLQzRFMrDukuOik6StFtJJ1MDmdSLPHdTAqcHOADoyCEoDOfZk-DGgO3pmuL0IwWeinNdHqyD5v4qFNJ0fh2euAQ5tMi6x2KiNtzenK9s7BWMq1m3nlIo/s320/ROUNDUP.jpg" style="cursor: hand; cursor: pointer; float: left; height: 250px; margin: 0 10px 10px 0; width: 320px;" /></a><div style="text-align: justify;">
<span style="font-family: 'times new roman';">S</span><span style="background-color: white; color: #222222; font-family: 'times new roman'; line-height: 18px;">aya ingin manambahkan lagi rumus pembulatan ke atas. Sebab hal ini
atau pembulatan ke atas sering kali terjadi dan digunakan dalam dunia
perdagangan atau jasa lainnya. </span></div>
<div style="text-align: justify;">
<span><span style="line-height: 18px;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: 'times new roman'; line-height: 18px;">Seperti
pada contoh di samping, dimana terdapat kondisi perhitungan pelunasan,
dengan total bayar adalah Rp63.835.893,- namun karena alasan kembalian
dan sebagainya banyak yang melakukan pembulatan ke atas, dengan rumus
ROUNDUP(rumus atau angka yg ingin dibulatkan; digit yang ingin kita
bulatkan) sehingga rumus yang harus di tulis pada contoh di atas adalah :</span></div>
<div style="text-align: justify;">
<span><span style="line-height: 18px;">=ROUNDUP((D6+D12);-3)</span></span></div>
Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-45848675836004079332014-02-14T09:18:00.000-08:002014-02-14T09:18:16.869-08:00Formula Excel : Rumus Pembulatan<div style="text-align: justify;">
Mengulang rumus pembulatan yang pernah saya bahas di blog Endonesia Bebas, sedikit menginformasikan tentang fomula pembulatan. Waktu itu saya menggunakan rumus :<br />
<br />
<b><span style="color: #cc0000;">= floor(Cell,1000)</span></b><br />
<br />
Rumus
di atas adalah formula pembulatan yang memanfaatkan dua cell, yaitu
cell pertama sebagai sumber data dan cell ke dua adalah sebagai output.
Misalnya :<br />
<br />
Cell pertama kita misalkan A1 sebagai sumber data kita input angka <b>23.965.435,265</b><br />
Jika
pada Cell kedua, misalkan pada A2 kita ketik formula seperti di atas
maka angka tersebut akan dibulatkan secara otomatis seperti :<br />
<span class="fullpost"></span><br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost">= floor(A1,10) hasilnya : 23.965.430,00 atau 23.965.430</span></div>
<span class="fullpost">
<div align="justify">
= floor(A1,100) hasilnya : 23.965.400,00 atau 23.965.400</div>
<div align="justify">
= floor(A1,1000) hasilnya : 23.965.000,00 atau 23.965.000</div>
<div align="justify">
(dan seterusnya, silahkan mencoba)</div>
</span></div>
<div style="text-align: justify;">
<br />
<span class="fullpost"></span><br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost">Lain
halnya dengan pembulatan langsung pada satu cell dan pada hasil rumus
yang kita buat. Pada rumus ini tidak menggunakan cell lain sebagai
sumber data, namun rumus pembulatan langsung di tambahkan pada rumus
yang kita ketik. Rumus tersebut adalah :</span></div>
<span class="fullpost">
</span></div>
<br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost"><b><span style="color: #ff6666;">=ROUNDDOWN((rumus),digit)</span></b></span></div>
<span class="fullpost">
</span><br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost"><b><span style="color: #ff6666;"></span></b></span></div>
<span class="fullpost">
<div align="justify">
<span style="color: black;">Misalnya
dalam pengetikan rumus kita mengharapkan hasil dari penghitunganya
sudah langsung dibulatkan. Misalnya pada A1 = 15.432.900 pada A2 = 33
dan A3 = A1/A2</span></div>
<div align="justify">
Jika dibagi tanpa pembulatan hasilnya adalah 15.432.900/33 = 467.663,64</div>
</span><br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost">Untuk dapat langsung dibulatkan maka pada cell A3 diketik rumus :</span></div>
<span class="fullpost">
<div align="justify">
Jika diketik :</div>
<div align="justify">
=ROUNDDOWN((A1/A2),0) hasilnya 467.663</div>
<div align="justify">
Jikadiketi :</div>
<div align="justify">
=ROUNDDOWN((A1/A2),-1) hasilnya 467.660</div>
<div align="justify">
Jikadiketi :</div>
</span><br />
<span class="fullpost"></span><br />
<div align="justify">
<span class="fullpost">=ROUNDDOWN((A1/A2),-2) hasilnya 467.600</span></div>
<span class="fullpost">
<div align="justify">
Jikadiketi :</div>
<div align="justify">
=ROUNDDOWN((A1/A2),-3) hasilnya 467.000</div>
<div align="justify">
(dan seterusnya, silahkan mencoba)</div>
</span>Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0tag:blogger.com,1999:blog-4194264109212284553.post-21442163024187547042014-02-05T09:14:00.000-08:002014-02-05T09:15:36.051-08:00Ide | Hayalan: Listrik Tenaga Sirkulasi Air <div align="justify">
Beberapa hari yang lalu saya jalan-jalan dengan
anak saya di perumahan dimana saya tinggal. Tanpa sengaja saya melihat
salah satu rumah yang memiliki penampungan air cukup besar yang saat itu
tumpah karena sepertinya otomatisnya rusak. Saat itu yang menjadi daya
tarik saya adalah bunyi suara air yang jatuh dan berbenturan dengan
lantai cukup keras sekali, berarti air yang jatuh dengan jumlah tertentu
dengan ketinggian tertentu memiliki tenaga grafitasi yang cukup
menciptakan suara benturan.<br />
<span class="fullpost"><br />Saya berpikir
kok sepertinya ada unsur mubajir (terbuang sia-sia) atas tenaga
grafitasi itu. Andaikan nilai dari tenaga grafitasi itu dimanfaatkan
untuk menggerakkan kincir, dan lalu kincir itu menggerakkan turbin dan
turbin menghasilkan tenaga listrik, alangkah bermanfaatnya.<br /><br />Ah..hayalan saya tadi itu sedikit saya gambarkan seperti gambar di bawah ini:</span></div>
<center>
<a href="http://picasaweb.google.co.id/lh/photo/IPk-uoApHBeqkTuJBnK-0A?feat=embedwebsite"><img src="http://lh4.ggpht.com/_CrwT0wAJl1M/StbmD89K1eI/AAAAAAAAAhk/xr6qG0O1mzk/s800/Listrik%20Tenaga%20Sirkulasi%20Air.JPG" /></a></center>
<div align="justify">
<br />
<br />
Saya
bukanlah ahli Fisika yang dapat menghitung berapa volume air yang
diperlukan, dan dengan ketinggian berapa meter air harus dijatuhkan
sehingga menghasilkan kecepatan dan percepatan yang menghasilkan tenaga
dorong yang dapat menggerakkan roda kincir, dan kincir menggerakkan
turbin. Namun saya hanya yakin saja, kalau semua ini jika diperhitungkan
secara cermat akan menghasilkan tenaga listrik.<br />
<br />
Andaikan suatu
gedung sekolah memiliki sumber tenaga listrik sendiri dari sirkulasi
penampunagn air, pastinya akan dapat menghemat biaya listrik, dan PLN
pun juga tidak akan krisis listrik, sebab sebagian gedung sudah dapat
mandiri listrik.<br />
<br />
Hayalan saya ini pastinya bukanlah sesuatu yang
baru, sebab banyak sudah listrik dihasilkan dari bantuan kincir air yang
digerkkan oleh air, namun sebagian besar semua itu dilakukan di sungai.
Saya pribadi belum melihat hal ini dilakukan diperkotaan, andaikan
sudah ada dan ada yang tahu mohon kabari saya, dan semoga juga ada yang
sudah atau sedang membuat seperti hal ini. </div>
Bagi yang suka fisika, mangga dibuka tanggapannya. Terimakasih<br />
<br />
Dikutip dari :<br />
<i>http://endonesia-bebas.blogspot.com/2009/10/ide-hayalan-listrik-tenaga-sirkulasi.html?showComment=1390329047023#c2638698509929447422 </i>Expedition Adventurehttp://www.blogger.com/profile/12432433496308223819noreply@blogger.com0