Exponents
Exponent Rules
Slope
Slope Rules
Mixed Review
100

x• x5

x11

100

The product rules states that when multiplying powers of the _________ base we ___________ the exponents.

same; add

100

Label the following points (2,-1) and (5,-2)

x= 2

y1 = -1

x= 5

y2 = -2

100

Slope is equal to _______ over _______.

rise over run. 

100

Combine like terms 

5x+10-2x -8

3x+2

200

y7÷y2

y5

200

The quotient rule states that when dividing powers of the __________ base, we _______ the exponents.

same; subtract

200

Find the slope given (2,3) and (9,7)

4/7

200

Positive slope is when the line ______ from left to right. 

Rises or goes up 

200

Solve for x 

7x+10=59

x=7

300

5• 22

2500

300

The Negative Exponent Rule states that when we have a negative exponent we change it to a _________ with a _________ exponent.

fraction; positive

300

Find slope given (-5,-3) and (-9,-4)

1/4

300

Negative slope is when the line _______ from left to right. 

falls or goes down

300

What is 782.095 rounded to the nearest hundredth?

782.10

400

f• f5/f3

f4

400

Any base without an exponent has an exponent of _____. *Hint: It's invisible!

1

400

Find the slope given (13,-7) and (2, -19)

12/11

400

What is the slope formula? 

m = y2-y1/x2-x1

400

The seventh grade class is putting on a show to raise money. It cost $700 to rent the banquet hall that they are going to use. If they charge $15 for each ticket, how many tickets do they need to sell in order to raise at least $1000?

Inequality: 700 + 15x ≥ 1000 or 15x + 700 ≥ 1000

Solve: x≥20

500

x•  x/x7

1/x  or 1/x1

500

Any base to the zero power is equal to ____.

1

500

Find the slope given (2,0) and (-3,0).

What type of line is this?

The slope is 0 and the line is horizontal. 

500

A horizontal line has a slope of _______.

A vertical line has a slope that is ________.

zero ; undefined

500
A computer has a price tag of $300. The store is giving you a 15% discount for the computer. Find the discount and final price of the computer. 



Discount: $45

Final Price: $255

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