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100

What is the difference in rational and irrational numbers?

rational numbers: can be written as a fraction or decimal, terminationg decimals, perfect squares, repeating decimals 

irrational numbers: cannot be written as a fraction or decimal, non-terminating decimals, non-perfect squares, non-repeating decimals

100

what is the difference between an equation and expression?

equations have an equals sign

100

What is slope?

rate of change 

rise over rise

100

What is a function?

Every input has exactly one output

100

How do we solve by graphing? 

Look where the lines cross

200

classify the number (natural, whole, integer, rational, irrational, or real) List all that apply 

45/5

natural, whole, integer, rational, real

200

simplify the expression 

7m + 19g – 10m + 6g

-3m + 25g

200

What are the 4 types of slope?

positive, negative, zero, undefined

200

How can we identify a function on a graph?

vertical line test

200
What 3 types of solutions can we have? 

one solution, no solution, infinitely many solutions 

300

Simplify 

x12 / x6

x6

300

Which is the correct first step to solve the linear equation shown?

15 – 2.5x = 40

A. Add 2.5 to both sides

B. Divide -2.5 from both sides

C. Add 15 to both sides

D. Subtract 15 from both sides

D

300

Find the slope 

(2, 4) and (1, 7)

- 3

300

What 3 ways can we identify a function as linear?

set up as y = mx + b, straight line, constant rate of change

300

Solve by Substitution 

y = -x + 8 

3x + 2y = 8

(-8 , 16)

400

Convert to scientific notation 

1,850,000

1.85 x 106

400

Solve the equation 

-3(2p – 3) + 10p = 39

p = 7.5

400

Find the slope 

(5 , 4)   (5 , 0)

undefined

400

Write as an equation for 

Slope = -5; (5, -22)

y = -5x + 3

400

Solve by elimination 

x + 5y = 19

-x – 2y = -4

 

(-6 , 5)

500

Convert to standard form 

8.345 x 10-6

0.000008345

500

Solve the equation 

6 + 12(x + 3) = 7x + 30 + 6x

x = 12

500

Write in slope intercept form

(1, 4) and (0, 11)

y = -7x + 11

500

Write as an equation 

(-4, 0) and (1, 5)

y = x + 4

500

Solve by Substitution 

2x + 2y = 200

y = 4x

(20, 40)

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