An exponent is a number that shows how many times to multiply the base by itself. For example, in $$2^3$$ , 2 is the base and 3 is the exponent.

What is the product of $$2^3$$ and $$2^2$$ ?

$$2^{3+2} = 2^5 = 32$$ (using the product of powers rule)

What is the quotient of $$5^4$$ and $$5^2$$ ?

$$5^{4-2} = 5^2 = 25$$ (using the quotient of powers rule)

10 (any number to the power of 1 is itself)

What is $$0^n$$ for any positive integer n?

0 (zero raised to any positive power is zero)

4 (negative numbers squared result in a positive number)

$$\frac{1}{3^2} = \frac{1}{9}$$ (negative exponents represent the reciprocal)

What is the value of $$2^3 + 2^2$$ ?

$$8 + 4 = 12$$ (adding the results of the exponents)

What is $$4^3 - 4^2$$ ?

$$64 - 16 = 48$$ (subtracting the results of the exponents)

What is the value of $$2^4 + 2^3 + 2^2$$ ?

$$16 + 8 + 4 = 28$$ (adding the results of the exponents)

What is $$3^3 + 3^2$$ ?

$$27 + 9 = 36$$ (adding the results of the exponents)

What is $$5^2 - 5^1$$ ?

$$25 - 5 = 20$$ (subtracting the results of the exponents)

What is $$6^2 + 6^1$$ ?

$$36 + 6 = 42$$ (adding the results of the exponents)

What is $$7^2 - 7^0$$ ?

$$49 - 1 = 48$$ (subtracting the results of the exponents)

What is $$8^1 + 8^0$$ ?

$$8 + 1 = 9$$ (adding the results of the exponents)

What is $$9^2 - 9^1$$ ?

$$81 - 9 = 72$$ (subtracting the results of the exponents)

What is $$10^2 + 10^1$$ ?

$$100 + 10 = 110$$ (adding the results of the exponents)

What is $$11^2 - 11^1$$ ?

$$121 - 11 = 110$$ (subtracting the results of the exponents)

What is $$12^2 + 12^1$$ ?

$$144 + 12 = 156$$ (adding the results of the exponents)

What is $$13^2 - 13^1$$ ?

$$169 - 13 = 156$$ (subtracting the results of the exponents)

What is $$14^2 + 14^1$$ ?

$$196 + 14 = 210$$ (adding the results of the exponents)

What is $$15^2 - 15^1$$ ?

$$225 - 15 = 210$$ (subtracting the results of the exponents)

What is $$16^2 + 16^1$$ ?

$$256 + 16 = 272$$ (adding the results of the exponents)

What is $$17^2 - 17^1$$ ?

$$289 - 17 = 272$$ (subtracting the results of the exponents)

What is $$18^2 + 18^1$$ ?

$$324 + 18 = 342$$ (adding the results of the exponents)

What is $$19^2 - 19^1$$ ?

$$361 - 19 = 342$$ (subtracting the results of the exponents)

What is $$20^2 + 20^1$$ ?

$$400 + 20 = 420$$ (adding the results of the exponents)

What is $$21^2 - 21^1$$ ?

$$441 - 21 = 420$$ (subtracting the results of the exponents)

What is $$22^2 + 22^1$$ ?

$$484 + 22 = 506$$ (adding the results of the exponents)

What is $$23^2 - 23^1$$ ?

$$529 - 23 = 506$$ (subtracting the results of the exponents)

What is $$24^2 + 24^1$$ ?

$$576 + 24 = 600$$ (adding the results of the exponents)

What is $$25^2 - 25^1$$ ?

$$625 - 25 = 600$$ (subtracting the results of the exponents)

What is $$26^2 + 26^1$$ ?

$$676 + 26 = 702$$ (adding the results of the exponents)

What is $$27^2 - 27^1$$ ?

$$729 - 27 = 702$$ (subtracting the results of the exponents)

What is $$28^2 + 28^1$$ ?

$$784 + 28 = 812$$ (adding the results of the exponents)

What is $$29^2 - 29^1$$ ?

$$841 - 29 = 812$$ (subtracting the results of the exponents)

What is $$30^2 + 30^1$$ ?

$$900 + 30 = 930$$ (adding the results of the exponents)

What is $$31^2 - 31^1$$ ?

$$961 - 31 = 930$$ (subtracting the results of the exponents)

What is $$32^2 + 32^1$$ ?

$$1024 + 32 = 1056$$ (adding the results of the exponents)

What is $$33^2 - 33^1$$ ?

$$1089 - 33 = 1056$$ (subtracting the results of the exponents)

What is $$34^2 + 34^1$$ ?

$$1156 + 34 = 1190$$ (adding the results of the exponents)

What is $$35^2 - 35^1$$ ?

$$1225 - 35 = 1190$$ (subtracting the results of the exponents)

Exponents Practice Flashcards

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107 questions

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1.

FLASHCARD QUESTION

Front

What is an exponent?

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2.

FLASHCARD QUESTION

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1

3.

FLASHCARD QUESTION

Front

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256

4.

FLASHCARD QUESTION

Front

Back

144

5.

FLASHCARD QUESTION

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Back

5

6.

FLASHCARD QUESTION

Front

Back

2

7.

FLASHCARD QUESTION

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Back

1

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