Chapter 1 Math Jeopardy

Laws of Exponents

100

x⁵ * x³ 

x⁸

200

(q^9)/(q^5)

q⁴

300

(w^3)/(w^-8)

w¹¹

400

[(m^4)(m^0)(m^-8)]/(m^-10)

m⁶

500

-2^-5

-1/32

Absolute Value & Additive Inverse

100

|-11|

11

200

What is the Additive Inverse of 77

-77

300

Can the absolute value and additive inverse of a number ever be the same? If so, give an example.

The absolute value and additive inverse of -3 would both be 3.

400

Define Absolute Value

The positive version of a number and it's distance from 0

500

Define Additive Inverse

The additive inverse of a number is the opposite of that number.

Math Properties

100

7x8x9 =9x7x8

Commutative Property of Multiplication

200

123,456,789x0=0

Zero Property of Multiplication

300

93*(1/93)=1

Inverse Property of Multiplication

400

Any integer + Any integer = Any integer

Closure Property of Addition

500

(-7c+1) + 0 = (-7c+1)

Identity Property

Roots

100

sqrt(36+64)

10

200

sqrt36+sqrt64

14

300

sqrt3600

60

400

3sqrt(-343)

-7

500

5sqrt(-32)

-2

Vocabulary

100

Counting Numbers starting with 0

Whole Numbers

200

Counting numbers beginning with 1

Natural Numbers

300

Can be written as a fraction

Rational numbers

400

Can't be written as a fraction

Irrational numbers

500

Positive & Negative Whole Numbers including zero

Integers

Integer Math

100

-27 - 88

-115

200

39 - 115

-76

300

39 - (-88)

127

400

(1)(-2)(3)(-4)(5)(-6)

-720

500

[(-5)(20)(-12)(-3)]/-2

1800