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Translating phrases
Solving 2-Step Equations
Simplify, then solve
Math Rules
Inverse Operation
100
Three times a number increased by seven is fifty-two
What is 3n + 7 = 52
100
4a - 10 = 42
What is a = 13
100

8x + 2x - 2 = 28

What is x = 3

100

When solving 2-Step equations, which operations should you do first? (addition and subtraction or multiplication and division)

What is addition and subtraction

100
Which inverse operation should you use to solve for m? 4m = 100
What is division
200
Five times a number decreased by eleven is nineteen
What is 5x - 11 = 19
200
-3n + 8 = -7
What is n = 5
200

6g - 2g + 10 = 38

What is g = 7

200

When solving 2-Step equations, which operations should you do second? (addition and subtraction or multiplication and division)

What is multiplication and division?

200
Which inverse property should you use to solve for g? g/3 = 18
What is multiplication
300
Thirteen more than four times a number is negative ninety-one
What is 4n + 13 = -91
300

k/5 + 6 = 2

What is k = -20

300

10 + 4x + 13 + 5x = 68

x = 5

300

List the order of operations

What is Grouping Symbols, Exponents, Multiplication, and Division, Addition and Subtraction

300
Which inverse operation should you use to solve for w? w - 14 = 65
What is addition
400
Seven less than twice the number is forty-three
What is 2w - 7 = 43
400
-23 = -8m + 17
What is m = 5
400

4(j + 7) = 40

What is j = 3

400

What four skills make up the cycle of solving equations?

In any order: Solve, Balance, Check, Simplfy
400
Which inverse operation should you use to solve for t? t + 23 = 52
What is subtraction
500
The difference between twice and number and nine is sixteen
What is 2n - 9 = 16
500

Solve for x:

mx – p = h

What is x = (h+p)/m 

or 

x = h/m + p/m

500

-5(q + 3) = 65

What is q = -16

500

What is meant by keeping an equation "balanced"? 

Performing equivalent changes on both sides of an equation 

(or a similar answer)

500
What is the inverse property?
The operation that reverse the effect of another operation (opposite)