Exponents Mastery Quiz

Froggy Jumps

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Master the laws of exponents.

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Curren Charles

United States

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Exponents Mastery Quiz


Froggy Jumps Exponents Mastery QuizOnline version Master the laws of exponents. by Curren Charles 1 What is (x^3)(x^5) equal to? a x^2 b x^8 c x^15 2 Simplify (2^4)(2^(-2)). a 2^6 b 2^(-2) c 2^2 3 If a ≠ 0, what is a^7 / a^3 equal to? a a^4 b a^(-4) c a^10 4 What is b^(-3) equivalent to? a -1/b^3 b 1/b^3 c b^3 5 What is a^0 (for a ≠ 0)? a 1 b a c 0 6 Which form represents (x^2)/(x^5)? a x^(-3) b 1/x^5 c x^3 7 Compute (3^2)/(3^(-1)). a 1/9 b 27 c 3 8 If a ≠ 0, what is (a^(-2))(a^3)? a a^5 b 1/a^5 c a 9 With a ≠ 0 and b ≠ 0, what is a^0 * b^0? a ab b 1 c a 10 Which formula represents the quotient rule? a a^n / a^m = a^(n-m) b a^m / a^n = a^(m-n) c a^m * a^n = a^(m+n) 11 What is x^3 * x^5 equal to? a x^2 b x^15 c x^8 12 Simplify (x^4)^3. a x^12 b x^7 c x^1 13 What is x^7 / x^2? a x^2 b x^5 c x^9 14 What is x^0 equal to? a 1 b 0 c x 15 Which is the expansion of (ab)^n? a (a+b)^n b a^n b^n c a^n + b^n 16 Which is correct for (x/y)^m? a x^{m/y} b x^m / y^m c (xy)^m 17 What does a^{-n} equal? a -1/a^n b 1/(a^n) c a^n 18 Compute (2^3)^2. a 64 b 16 c 256 19 Which rule is for (a^m)(b^m)? a a^{m+b} b (ab)^m c (a+b)^m 20 What is x^(1/2) equivalent to? a sqrt(x) b 1/x c x^2

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Exponents Mastery Quiz

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Exponents Mastery QuizOnline version

by Curren Charles

What is (x^3)(x^5) equal to?

Simplify (2^4)(2^(-2)).

If a ≠ 0, what is a^7 / a^3 equal to?

What is b^(-3) equivalent to?

What is a^0 (for a ≠ 0)?

Which form represents (x^2)/(x^5)?

Compute (3^2)/(3^(-1)).

If a ≠ 0, what is (a^(-2))(a^3)?

With a ≠ 0 and b ≠ 0, what is a^0 * b^0?

Which formula represents the quotient rule?

What is x^3 * x^5 equal to?

Simplify (x^4)^3.

What is x^7 / x^2?

What is x^0 equal to?

Which is the expansion of (ab)^n?

Which is correct for (x/y)^m?

What does a^{-n} equal?

Compute (2^3)^2.

Which rule is for (a^m)(b^m)?

What is x^(1/2) equivalent to?