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Chapter 1 Test RETAKE

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Last updated over 4 years ago
16 questions
1
1
2
2
1
3
2
1
1
4
2
3
5
3
2
3
Question 1
1.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infintely many solutions"

3.6b = 9.0

Question 2
2.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"

-g+7 = 16

Question 3
3.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"


Question 4
4.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"

1.6a - 5.3 = - 1.78

Question 5
5.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"

4x + 5x + 5 = 9x + 8

Question 6
6.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"


Question 7
7.

Solve the equation
If it has a solution, write the solution
If not, write either "no solution' or "infinitely many solutions"


Question 8
8.

Give a possible value for c for which the equation has no solutions.

4x-5 = cx + 6

Question 9
9.

Give a possible value for c for which the equation has no solutions.

|x+3|= c

Question 10
10.

Solve the equation, Check your solutions

-2|2a-5|=-10

Question 11
11.

Solve the equation, Check your solutions

|3b+3|+ 8 = 5

Question 12
12.

Solve the equation, Check your solutions

4x = |2x - 6|

Question 13
13.

Solve the equation, Check your solutions

|4k|= |2k - 8|

Question 14
14.

Solve the equation for y


Question 15
15.

The formula for the surface area of a cylinder is




Solve the formula for the height h

Question 16
16.

The minimum height for the rollercoaster is 108cm. The maximum height is 210cm

Write an absolute value equation for which the two solutions are the minimum and maximum height for the rollercoaster. Solve your equation to check your solution.