SHINDU RAMANDITA

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Review Kuliah Komputasi Biomedis I

diposting oleh shinduramandita-fst09 pada 27 May 2012
di Kuliah - 0 komentar

Assalamu'alaikum

Hari senin lalu, kuliah diadakan di ruang 306, sebuah ruang yang biasa kami gunakan kuliah, disini kami mengikuti kuliah Instrumentasi Biomedis, disini setelah kuliah selesai bapak Soegi bercerita tentang pengalamannya dalam mencapai kesuksesan, dimana beliau menempuh perjalanan yang tidak mudah dalam mencapainya, perlu pengorbanan, baik harta maupun perasaan yang perlu direlakan agar mendapatkan apa yang dicita-citakan. Ketika kuliah beliau lulus dengan cum laude terbaik kedua di kampusnya, dan kemudian melanjutkan pendidikan di Bandung. Disini saya mendapatkan gambaran bahwa cita-cita kita akan tercapai jika kita mau berusaha dan disertai dengan doa, dan yang teturama adalah bagaimana kita dapat memberikan manfaat bagi orang lainnya, itu adalah poin penting dalam mencapai sebuah kesuksesan, dimana tidak hanya diri kita sendiri yang merasakan manfaat dari keberhasilan kita, tetapi orang lain, minimal orang - orang disekitar kita dapat merasakan manfaatnya, sungguh ketika kita dapat memberi manfaat kepada orang lain, hati kita akan merasa tenang dan kita dapat memudahkan orang lain, niscaya jika kita memudahkan orang lain, maka Dia akan memudahkan urusan kita. Subhanallah..

Yuk membahas grafik interpolasi..

Gradien Positif

Gradien Negatif

 

Dan Untuk Eksponensialnya adalah sebagai berikut...

 

Sumber: hidungmu..

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