Multiplying and Dividing
Power of a Power
Evaluate (answers do not have exponents)
Law of Exponents
nth Roots
Rational Exponents
100

What is the value of:
 3*3^6*3^2 

39

100

Simplify using Properties of Exponents: (32)5

310

100


Evaluate and solve using Properties of Exponents: (52)1

52=25

100

What is any number raised to the 0 power equal to?

    (example) 90

1

100

Find the nth real roots of a.

n=4                 a=16

+2 , -2

100

is zero a rational number.

true, 0  can be written as, where a/b = 0, where a = 0 and b is any non-zero integer. Hence, 0 is a rational number.

200

Simplify using Properties of Exponents: 215 / 28

27

200

Simplify using Properties of Exponents: (53)5

515

200

Evaluate using Properties of Exponents: (21)-5

(Answer is a fraction)

1/32

200

Which law for exponents says that when dividing powers with the same base, you can subtract the exponents?

The Quotient of Powers Property

200

Find the nth real roots of a.

n=4                a=81

+4, -4

200

is π arational or irrational number?

irrational

300

Simplify using Properties of Exponents: 722 · 712/72

732

300

Simplify using Properties of Exponents: (84)3

812

300

Evaluate using Properties of Exponents: 

(Answer is a fraction)

(2/3)2

4/9

300

Which law of exponents requires the multiplication of exponents?

The Power of a Power Property

300

Find the nth real roots of a.

n=10                 a=1024

+2 or -2

300

Is squared root of 64 a rational number

8 is rational 

400

Simplify using Properties of Exponents: 525 *53 / 513

515

400

Simplify using Properties of Exponents: (68)4

632

400

Evaluate using Properties of Exponents: (Answer is a fraction)

(3/4)3

(27/64)

400

What law do you use when you rewrite base and exponent as a fraction with 1 in the numerator and a positive exponent in the denominator?

The Negative Exponent Property

400

Find the nth real roots of a.

n=5                 a=-243

-3

400

Is cube root of 125 a rational number

yes, 5 is a rational number

500

Simplify using Properties of Exponents: 

630 / 620*67*63

60=1

500

Simplify using Properties of Exponents: (95* 92)10

970

500

Evaluate using Properties of Exponents: 

274/3

274*1/3

(271/3)4

34
​​​​=81
500

Which law of exponents fits the example shown below?

(6 x 2)4 = 64 x 24

The Power of a Product Property

500

Find the nth real roots of a.

n=2                 a=-25

No real roots.

500

Is squared root of 73 a rational number

No, it is irrational

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