Powers and Exponents
Polynomials
Rational Numbers
Probability
Linear Equations
100

The answer to this exponent law is always 1

What are the powers of zero?

100

A polynomial that has one term

What is a monomial?

100

(2/4) - (-1/4)

What is 3/4?

100

Two regular dice are tossed.  Find P(doubles).

1/6

100

Data in which you cannot connect the points on a graph.

What is discrete data?

200

1, 10, 100, 1000, 10000...

What are the powers of 10?

200

(2xy - x + 3y) - (y - x + xy)

xy + 2y

200

(0.25) + (-0.94) = ?

What is (-0.69)?

200

One card is selected from a deck of 52 cards.

Find P(hearts).

1/4

200

Data in which you can connect the points on a graph.

What is continuous data?

300

The law that states that you add exponents, and the base stays the same

What is the law of exponents for multiplication?

(Product Law)

300

A polynomial that has three terms

What is a trinomial?

300

(4/5) + (-3/4) = ?

What is (1/20)?

300

A bag contains 9 balls numbered 1 to 9.  One ball is selected.  Find P(odd number).

5/9

300

(-3, 0)      (-9, -4)

Find the slope between these points.

2/3

400

Subtract exponents, base stays the same

What is the law of exponents for division?

(Quotient Law)

400

The _____of this polynomial is 1: 2X + 3

What is the degree?

400

Any number that can be written as a fraction.

What is a rational number?

400

Classify as experimental, theoretical, or subjective probability.

The Canucks have 10% chance of winning the Stanley Cup.

Subjective

400

The general equation of a line.

What is y=mx + b?

500

This law requires you to multiply the exponents

What is a power of a power?

500

-3x(x - y + 2)

-3x^2 + 3xy - 6x

500

Jon climbs 24m up a mountain. Jill climbs 5m up the same mountain. How far apart are they?

What is 19m?

500

One card is selected from a deck of 52 cards.  Find 

P(ace or clubs).

4/13

500

Find the slope of -4x + y - 5 = 0.

4

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