Bilangan Berpangkat

Froggy Jumps

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Uji pemahaman pangkat

Created by

Arni Evianti Purba

Indonesia

Download the paper version to play

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Froggy Jumps Bilangan BerpangkatOnline version Uji pemahaman pangkat by Arni Evianti Purba 1 Apa arti bilangan berpangkat a^n? a Hasil penjumlahan a sebanyak n kali b Hasil perkalian a sebanyak n kali c Hasil pengurangan a sebanyak n kali 2 Nilai 5^3 = ? a 15 b 125 c 25 3 Sifat pangkat: (ab)^n = ? a a^n + b^n b a^n b^(-n) c a^n b^n 4 Aturan pembagian pangkat: a^m / a^n = ? a a^(m-n) b a^(n-m) c a^(m+n) 5 Jika a = 2, n = -3, maka 2^(-3) equals? a 8 b 1/4 c 1/8 6 Uji pemangkatan nol: a^0 = ? a a b 1 c 0 7 Bilangan berpangkat dengan basis 1: 1^n = ? a 1 b n c 0 8 Nilai (3^4)^2 = ? a 81 b 1296 c 6561 9 Pangkat negatif pada bilangan berpangkat: jika a ≠0, maka a^(-n) = ? a a^n b 1/a^n c 0 10 Pangkat pecahan: 4^(1/2) sama dengan? a 2 b 4 c 1/2

Froggy Jumps

Bilangan BerpangkatOnline version

Uji pemahaman pangkat

by Arni Evianti Purba

Apa arti bilangan berpangkat a^n?

Hasil penjumlahan a sebanyak n kali

Hasil perkalian a sebanyak n kali

Hasil pengurangan a sebanyak n kali

Nilai 5^3 = ?

125

Sifat pangkat: (ab)^n = ?

a^n + b^n

a^n b^(-n)

a^n b^n

Aturan pembagian pangkat: a^m / a^n = ?

a^(m-n)

a^(n-m)

a^(m+n)

Jika a = 2, n = -3, maka 2^(-3) equals?

1/4

1/8

Uji pemangkatan nol: a^0 = ?

Bilangan berpangkat dengan basis 1: 1^n = ?

Nilai (3^4)^2 = ?

1296

6561

Pangkat negatif pada bilangan berpangkat: jika a ≠0, maka a^(-n) = ?

a^n

1/a^n

Pangkat pecahan: 4^(1/2) sama dengan?

1/2

You can integrate the game into an LMS compatible with LTI 1.1 or LTI 1.3 such as Canvas, Moodle, or Blackboard. This way, the scores will be automatically saved into the platform’s gradebook.

Bilangan Berpangkat

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Bilangan BerpangkatOnline version

by Arni Evianti Purba

Apa arti bilangan berpangkat a^n?

Nilai 5^3 = ?

Sifat pangkat: (ab)^n = ?

Aturan pembagian pangkat: a^m / a^n = ?

Jika a = 2, n = -3, maka 2^(-3) equals?

Uji pemangkatan nol: a^0 = ?

Bilangan berpangkat dengan basis 1: 1^n = ?

Nilai (3^4)^2 = ?

Pangkat negatif pada bilangan berpangkat: jika a ≠0, maka a^(-n) = ?

Pangkat pecahan: 4^(1/2) sama dengan?

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