**Q1: **

Is the equation true or false if ?

- Atrue
- Bfalse

**Q2: **

Solve the following equation mentally: .

**Q3: **

If , what is the value of ?

**Q4: **

If , what is the value of ?

**Q5: **

Solve the following for : .

**Q6: **

Solve the following for : .

**Q7: **

Solve the equation .

**Q8: **

Emma makes $9 an hour as a waitress in a coffee shop. How many hours does she need to work to earn $90?

**Q10: **

A race car can travel at 222 miles per hour. Determine how long it would take for it to travel 888 miles at that speed.

**Q12: **

The Daniels drove 1 300 miles across the country during their vacation. If their journey took 20 hours, determine, in miles per hour, their average speed.

**Q13: **

Mrs. Jacob borrowed $2 250 from her friend to buy a used car. If she pays her back $50 a month, how many months will she need to pay back the whole amount?

**Q14: **

A car was traveling at a speed of 32 meters per second. At that rate, how long would it take for the car to cover a distance of 2 160 meters?

**Q15: **

A shark can swim at an average speed of about 25 miles per hour. At this rate, how long would it take a shark to swim 45 miles?

**Q17: **

Anthony pays $803.72 per year for a gym membership. Suppose he makes 4 equal payments a year. Determine the amount he pays every three months.

**Q18: **

A case of water bottles costs . Given that there are 10 water bottles in the case, find the cost per bottle. Then, find the decrease in cost per bottle if the cost of a case is reduced to .

- A ,
- B ,
- C ,
- D ,
- E ,

**Q19: **

The tortoise is one of the slowest land animals, reaching an average top speed of about 0.25 mph. At this speed, how long would it take a tortoise to travel 3.3 miles?

**Q20: **

A movie theater charges $12 per ticket. If Jacob and his friends paid a total of $84, determine the number of people that were in the group, including Jacob. At the movie theater, they bought popcorn and beverages. The total cost of their night out, including the ticket and food, was $119. Determine how much each member of the group paid.

- A10 members, $17
- B7 members, $10
- C7 members, $29
- D7 members, $17
- E10 members, $29