![data:image/jpg;base64,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](data:image/jpg;base64,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)
Pada kesempatan ini akan saya posting kumpulan-kumpulan Formula/rumus yang digunakan pada Microsoft excel 2003, dalam bentuk Buku/E-Book dengan Judul "Microsoft Office Excel 2003 Formulas" Karangan John Walkenbach.Buku ini sangat berguna bagi anda yang ingin mengusai Rumus-rumus yang digunakan dalam Ms Excel 2003.Buku ini berbahasa inggris dengan jumlah halaman sebanyak 868 halman dalam bentuk File PDF.File PDF nya cukup besar sekitar 12 MB, karena itu File downloadnya terbagi atas 4 bagian dengan Format RAR dengan maksud memudahkan dalam mendownloadnya nanti. Jika Sudah didownload ke 4 bagian file RAR tadi, kumpulkan dalam 1 Folder dan tinggal di ekstrak.
File PDF nya dapat di download dibawah ini
File bagian 1
File Bagian 2
File Bagian 3
File Bagian 4
Semoga Bermanfaat
0 Response to "Kumpulan Formula Ms Excel 2003"
Posting Komentar