1) Bob bought a broken motor scooter, repaired it, and sold the scooter for $130. That was $50 less than 1.5 times what he paid for it. Which equation can be used to find \( p \), the amount of money Bob initially paid for the broken scooter?

a) \( 130 = 50 - 1.5p \)
b) \( 130 - 50 = 1.5p \)
c) \( 130 = 1.5p - 50 \)
d) \( 130(1.5) - 50 = p \)

2) Jeff purchased 5 items at the same price and 1 item for $2.95. What was the individual price of the 5 items if Jeff's total was $18.90 before tax?

a) $4.37
b) $2.95
c) $3.19
d) $15.95

3) Which equation could be used to solve the following problem?
Tehara has read 115 pages of a 305-page book. She reads 10 pages each day. How many days will it take to finish?

a) \( 305 = 115 \times 10p \)
b) \( 10p + 305 = 115 \)
c) \( 10 + 115p = 305 \)
d) \( 115 + 10p = 305 \)

4) Select all ordered pairs that satisfy the function \( y = -\frac{1}{2}x + 9 \)

- (-6, 12)
- (-4, 7)
- (8, 13)
- (2, 8)

5) Select all ordered pairs that satisfy the function \( y = -4x - 1 \)

- (5, 19)
- (2, -9)
- (-1, 3)
- (-4, -1)

6) Which of the following word problems can be solved using the equation \( 10x - 15 = 60 \)?
Select two that apply.

- Ursula bought 10 calculators at a store and paid $60. Each calculator was on sale for $15 off. What was the original price, \( x \), in dollars, of each calculator?
- Kit buys 10 packages of batteries. After using a $15 coupon, the batteries cost $60. What was the original price, \( x \), in dollars, of each package of batteries?
- Gary worked for 10 hours tutoring students at the library. He uses $15 to pay for gas on his way home. If he has $60 left after paying for gas, how much money, \( x \), in dollars, was Gary paid per hour?
- Siobhan originally has $15. After working as a waiter in a restaurant for $10 an hour, he now has $60. How many hours, \( x \), did Siobhan work at the restaurant?

7) Last week, Glenda earned $84. She earned $14 mowing lawns. She earned the rest of the money babysitting for $7 per hour. Use the equation below to find the number of hours (h) Glenda spent babysitting last week.

\( 84 = 7h + 14 \)

a) 70 hours
b) 63 hours
c) 14 hours
d) 10 hours

8) A student wants to start saving money for a music player that costs $175.00. She makes $5.00 an hour babysitting, and her parents will contribute $50.00. How many hours does she need to babysit to earn enough money for the music player?

a) 45 hours
b) 35 hours
c) 25 hours
d) 10 hours