Index Mastery: Laws & Applications

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Indices laws quiz

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joyce macharia

Kenya

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Froggy Jumps Index Mastery: Laws & ApplicationsOnline version Indices laws quiz by joyce macharia 1 If a^3 × a^5 = a^8, what is the rule used to combine exponents? a Subtract exponents: 3-5=-2 b Add exponents: 3+5=8 c Multiply exponents: 3×5=15 2 Simplify (b^7)(b^2) using index laws. a b^9 b b^5 c b^14 3 What is (x^4)^3 equivalent to? a x^12 b x^7 c x^1 4 If a^0 = 1, then what is (a^5)(a^−5)? a a^10 b 1/a^5 c a^0 = 1 5 Which rule applies to (1/y)^3? a y^3 b (y)^−3 c 1/y^3 6 Simplify a^−3 × a^4. a a^−7 b a^7 c a^1 or a 7 If (c^2)/(c^5) = c^n, find n. a 7 b −5 c −3 8 Which of these is equivalent to (p^6)/(p^2)? a p^−4 b p^8 c p^4 9 If m^a × n^a = (mn)^a, which law is this? a Quotient rule b Product of powers with same exponent c Power of a product 10 Which is the rule for (x^m)^n? a x^(m+n) b x^(mn) c (x^m)^n = x^m^n

Froggy Jumps

Index Mastery: Laws & ApplicationsOnline version

Indices laws quiz

by joyce macharia

If a^3 × a^5 = a^8, what is the rule used to combine exponents?

Subtract exponents: 3-5=-2

Add exponents: 3+5=8

Multiply exponents: 3×5=15

Simplify (b^7)(b^2) using index laws.

b^9

b^5

b^14

What is (x^4)^3 equivalent to?

x^12

x^7

x^1

If a^0 = 1, then what is (a^5)(a^−5)?

a^10

1/a^5

a^0 = 1

Which rule applies to (1/y)^3?

y^3

(y)^−3

1/y^3

Simplify a^−3 × a^4.

a^−7

a^7

a^1 or a

If (c^2)/(c^5) = c^n, find n.

−5

−3

Which of these is equivalent to (p^6)/(p^2)?

p^−4

p^8

p^4

If m^a × n^a = (mn)^a, which law is this?

Quotient rule

Product of powers with same exponent

Power of a product

Which is the rule for (x^m)^n?

x^(m+n)

x^(mn)

(x^m)^n = x^m^n

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Index Mastery: Laws & Applications

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Index Mastery: Laws & ApplicationsOnline version

by joyce macharia

If a^3 × a^5 = a^8, what is the rule used to combine exponents?

Simplify (b^7)(b^2) using index laws.

What is (x^4)^3 equivalent to?

If a^0 = 1, then what is (a^5)(a^−5)?

Which rule applies to (1/y)^3?

Simplify a^−3 × a^4.

If (c^2)/(c^5) = c^n, find n.

Which of these is equivalent to (p^6)/(p^2)?

If m^a × n^a = (mn)^a, which law is this?

Which is the rule for (x^m)^n?

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