Module 6 Review

Find the solution

0.5x = 6

• 3

• 12

• 60

Alyson opened a savings account with $100. She saves $50 per month. Which equation shows how many months, m, Alyson will have to shave to have a total of $250 in her account?

• 100 + 50x = 250

• 50 + 100x = 250

• 600 + 50x = 250

Solve the equation

y/2 = 9

• 4.5

• 9

• 18

Ed earns $100 commission on each computer he sells plus a base salary of $50,000. his total income last year was $75,000. Which equation can be used to find how many computers Ed sod last year?

• 50,000 + 100x = 75,000

• 50,000 - 100x = 75,000

• 75,000 + 100x = 50,000

Jason paid a $100 start up fee for his phone. He pays a monthly service charge of x. Jason paid a total of $340 in the first 6 months. Which equation can be used to find the monthly service charge?

• 340 = 6 + 100x

• 340 = 100 + 6x

• 340 = 100 - 6x

There are 60 members in the school glee club. The glee club needs to raise $5,000 for a trip to a national competition. The school agreed to contribute $1,000 toward the trip. Which of equation shows the amount of money that each member needs to raise to help pay for the trip?

• 60x + 1,000 = 5,000

• 60x + 5,000 = 1,000

• 1,000x + 60 = 5,000

Which of the following shoes the simplification of

0.5(4a + 6b)

using the Distributive Property?

• 2a + 3b

• 3a + 2b

• 4.5a + 6.5b

Jerry has $150 in his checking account. He withdraws $15 each day for lunch. Which of the following equations and solutions represent the number of days, x, it will take for Jerry's account to have a balance of $120?

• 150 - 15x = 120 ; 2 days

• 150 + 15x = 120 ; 8 days

• 15x = 150 ; 10 days

Which of the following is NOT a solution to the following:

x - 2 = 3.5

• 5 1/2

• 5.5

• 1.5

Colton's gym charges an initial fee of $40 plus a monthly fee of $50. One customer paid $150 so far. Which equation below can be used to find the number of months, m, the customer has belonged to the gym?

• 150 = 50 + 40m

• 150 = 40 + 50m

• 150 = 40 - 50m