Multi-Step Equations
Solving Proportions
Absolute Value Equations
Substitution
Word Problems
100

Solve for w.

12+5w-4w=15

w=3

100

Solve the proportion.

k/6=15/18

k=5

100

Solve for x.

Remember Absolute Value Equations should have 2 answers!

abs(2x+9)=15

x=(-12,3)

100

If y=7, find the value of 2(y+4).

22

100

Five times a number increased by seven is equal to forty-seven. What is the number? Write the equation and solve.

8

200

Solve for x.

x/2-5=25

x=60

200

Solve the proportion.

11/5=4/x

x=1.82

200

Solve for x.

Remember Absolute Value Equations should have 2 answers!

abs(8-4x)=16

x=(-2,6)

200

If y=4, find the value of 3y+5.

17

200

A baseball team played sixty-three games and won twice times as many games as it lost. How many games did the team lose?

2x+x=63

x=21

300

Solve the equation.

4-2(x-3)=24

x=-7

300

Solve for x.

It's OK to have a FRACTION or DECIMAL as an answer!

(x+3)/4=7/8

x=1/2 or .5

300

Solve for v.

Remember Absolute Value Equations should have 2 answers! 

abs(v+8)-5=2

v=(-15,-1)

300
If x=3 and z=7, find the value of 2x-z.

-1

300

Two caseworkers share an office. The first caseworker has fifteen active cases. The second caseworker has twice the number of active cases. How many active cases does the office have?

2(15)=30

30+15

45

400

Solve for b. 

-11+3(b+5)=7

b=1

400

Solve for w.

It's OK to have a FRACTION or DECIMAL as an answer!

8/9=(w-2)/6

w=22/3 or 7.33

400

Solve.

Remember Absolute Value Equations should have 2 answers!

abs(x-12)-3=11

x=(-2,26)

400

If a=4, b=5, and c=6, find the value of 2c-a-b.

3

400

One hundred sixty-two guests attended a banquet. Three servers provided their beverages. The first server helped three times as many people as the second server and the third server helped twice as many people as the first server. How many guests did each server help?

x+3x+2x=162

x= 27

500

Solve for x.

3(x-6)+2x=22

x=8

500

Solve for b.

8/(b+10)=4/(2b-7)

b=8

500

Solve for r.

Remember Absolute Value Equations should have 2 answers!

-2abs(-2r-4)=-12

r=(-3,-1)

500

Evaluate u+xy, when u=18, x=10, and y=8.

98

500

Three taxi drivers are working at an airport. The first driver transported seventeen passengers in one day. The second driver transported six more passengers than the first driver, while the third driver transported two fewer passengers than the second driver. How many total passengers did the three drivers transport?

17+(17+6)+(17+4)=x

17+23+21

61

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