Bilangan Berpangkat dan Bentuk Akar Presentasi

6 Slides • 2 Questions

1

Bilangan Berpangkat dan Bentuk Akar

2

Pengertian Perpangkatan Bilangan

Perpangkatan bilangan merupakan perkalian berulang dari bilangan tersebut.
a disebut bilangan pokok ( basis )
n disebut pangkat ( eksponen )

3

Bilangan Berpangkat Bilangan Bulat

Bilangan berpangkat nol
Untuk semua bilangan a, kecuali a = 0, akan diperoleh $a^0$ = 1
$a^{-n}\ =\ \frac{1}{a^n}$

4

Bilangan Berpangkat Bilangan Rasional

5

Sifat - Sifat Operasi Bilangan Berpangkat

Perkalian Bilangan Berpangkat
aⁿx a^m = a^m+n
Pembagian Bilangan Berpangkat
aⁿ: a^m = a^m-n

6

DEmikianlah materi tentang Bilangan Berpangkat

Silakan kerjakan soal latihan

7

Multiple Choice

1. (-2) x (-2) x (-2) jika dinyatakan dalam perpangkatan menjadi ....

1

-2³

2

2^-3

3

(-2)³

4

(-2)^-3

8

Fill in the Blanks

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Bilangan Berpangkat dan Bentuk Akar

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