TEOREMA SISA Lesson Slides: 8 Slides (Grade 11)

8 Slides • 4 Questions

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TEOREMA SISA

By Made Dwi Savitri

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Poll

SUDAH SIAP BELAJAR HARI INI ?

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Untuk mengenal materi hari ini, mari kita lihat video selanjutnya....

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Open Ended

Jadi menurutmu, apa perbedaan mencari hasil bagi dan sisa pembagian menggunakan cara horner/ susun dengan teorema sisa?

Type response here

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Perbedaan

Bagi Susun / Horner	Teorema Sisa
Dapat menentukan sisa ,hanya jika diketahui polinomial yang akan dibagi dan polinomial yang akan membagi	Dapat menentukan sisa, tanpa perlu mengetahui polinomial yang akan dibagi

Bagi Susun / Horner

Teorema Sisa

Dapat menentukan sisa ,hanya jika diketahui polinomial yang akan dibagi dan polinomial yang akan membagi

Dapat menentukan sisa, tanpa perlu mengetahui polinomial yang akan dibagi

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Are you ready for quiz?

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Multiple Choice

Dengan teorema sisa, tentukan sisa bagi apabila $4x^4-6x^3-2x^2+9x+12$ dibagi oleh $\left(2x-3\right)\$

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Multiple Choice

Jika polinomial f(x) dibagi oleh $g\left(x\right)=\ x^2-6x-16$ bersisa $3x+1$ , maka sisa bagi f(x) oleh $\left(x-8\right)\$ adalah...

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Terima Kasih sudah belajar hari ini, anak pintar.

TEOREMA SISA

By Made Dwi Savitri

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