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Kuis Eksponen & Logaritma

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Kuis Eksponen & Logaritma

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About this activity

Eksponen & logaritma dalam satu permainan

Created by

Vijae Ricky Septrada [FMIPA 2025]
Vijae Ricky Septrada [FMIPA 2025]
Indonesia

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Kuis Eksponen & Logaritma
 

Kuis Eksponen & LogaritmaOnline version

Eksponen & logaritma dalam satu permainan

by Vijae Ricky Septrada [FMIPA 2025]
1

Apa arti a^b jika a=2 dan b=3?

2

Jika log_b(x)=y, maka x = ?

3

Nilai log_10(100) adalah...

4

Ekspresi mana yang setara dengan a^0?

5

Mana sifat eksponen yang tepat: (a^m)^n = ?

6

Nilai dari log_2(8) adalah...

7

Mana contoh pertambahan logaritma?

8

Jika 3^t = 81, berapa t?

9

Ekspresi mana yang tidak benar?

10

Dapatkah logaritma didefinisikan untuk bilangan negatif x?

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Nilai a^b adalah a dikali dirinya b kali. 2^3 = 8.

Logaritma membalik fungsi perpangkatan: x = b^y.

10^2 = 100, jadi log_10(100)=2.

Setiap bilangan non-nol pangkat 0 sama dengan 1.

Pangkat dikalikan: (a^m)^n = a^{m⋅n}.

2^3 = 8, sehingga log_2(8)=3.

Hukum logaritma memperlakukan perkalian sebagai penjumlahan.

81 = 3^4, sehingga t = 4.

Pernyataan tidak benar karena x = b^{y} bukan b^{1/y}.

Logaritma real hanya didefinisikan untuk x>0.

 
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