Laws of Exponents Jeopardy

Multiplying and Dividing

100

Simplify using Laws of Exponents: c · c⁵

c⁶

200

Simplify using Laws of Exponents: b¹² / b⁸

b⁴

300

Simplify using Laws of Exponents: (6b¹²) (3b²)

18b¹⁴

400

Simplify using Laws of Exponents: -8r¹⁰/2r⁵

-4r¹⁰

500

Simplify using Laws of Exponents: (-9r⁰s)(-3s²)

27s³

Powers of a Power

100

Simplify using Laws of Exponents: (3²)⁵

3¹⁰

200

Simplify using Laws of Exponents: (5³)⁵

5¹⁵

300

Simplify using Laws of Exponents: (2x⁴)³

8x¹²

400

Simplify using Laws of Exponents: (6⁸)⁴

6³²

500

Simplify using Laws of Exponents: (-10p²)²

100p⁴

Evaluate Roots

100

square root of 81

+-9

200

cube root of 8

2

300

cube root of -125

-5

400

square root of -25

no solution

500

square root of 49x²

7x

Rational Exponents

100

Write in rational exponent form (square root of 25)

25^(1/2)

200

Write in rational exponent form (cube root of 8)

8^(1/3)

300

Write in radical form 36^(1/2)

square root of 36

400

Write in radical form 100^(3/2)

(square root of 100)³

500

Write in radical form 100^(-1/2)

1/(square root of 100)

Misc.

100

What do we do to the exponents when we have the same bases being multiplied?

Add them

200

What do we do to the exponents when we have the same bases being divided?

Subtract them

300

What is the name of this exponent property: 

(x^m)ⁿ = x^mn

Power of a Power Property

400

Simplify, with only positive exponents. (x^-5y)/z^-2

yz²/x⁵

500

Any base to the zero power is equal to this.

1