Test 3MATH0075
Name: ____________________________________________
*SHOW YOUR WORK*
1. A sprinter ran the 100-meter dash in 11.21 seconds. What was the sprinter’s speed in miles per
hour? Use 3.28 feet per meter. Use 5,280 feet per mile. Round to the nearest tenth.
_________________________
2. In one city, the cost for water is $7.68 per 100 cubic feet of water. According to a study, the
average shower in this city lasts 8.5 minutes and uses 19.1 gallons. A person showers once a day
for a year. Find the total cost per year. Use 7.48 gallons per cubic foot. Use 365 days per year.
Round to the nearest cent.
_________________________
3. If the total cost of electricity consumption for the entire country was $13.6 billion per month,
what percent of the total cost was from State C? Round to the nearest tenth.
State
Customers
Consumption (kwh)
Cost (in cents)
State A
5,906,154
841
12.77
State B
8,644,536
1,062
11.84
State C
9,598,941
1,102
10.83
_________________________
4. Every weekend day, I download music. This costs $2 each time. Use this information to fill
in the following explanation / calculations:
It costs $_____ when I download music and I do this _____ times each week. Thus, I
spend about $_____ each week. Since there are _____ weeks in a year, I spend about $_____
per year on this activity.
5. How much longer would it take to travel 380 miles at 60 mph versus 70 mph? Round to the
nearest minute.
_________________________
6. Dave drops a ruler without warning several times and asks Jeff to catch it as quickly as
possible each time. Dave records the distance to the bottom of the ruler each time. Dave
completes the process and finds that Jeff’s average distance to the bottom of the ruler is 2 inches.
Dave can estimate Jeff’s reaction time using the formula below. What is a good estimate of Jeff’s
reaction time to the nearest thousandth? *hint: change inches to feet
_________________________
7. Suppose you get a loan of $5,000 at an annual interest rate of 5.25%. Using the formula
A = P (1 + r * t) , find the total amount to be repaid in 3 months. Round to the nearest cent.
_________________________
8. A car is traveling 70 mph (V) on a road with 6% grade (G). If the friction is 0.90 and
g = 32.2 ft./sq. sec., use the following formula to calculate the braking distance. Round to the
nearest foot (do not round until your final answer.) *hint: change mph to ft/s and change your
percent to a decimal.
_________________________
9. Is x = 8 a solution to the equation 5 + 4x = 3 ? Show your work to prove your answer.
_________________________
10. Julia is 5 feet 6 inches tall and weighs 162 pounds. Use the following formula to calculate
her BMI. If normal range is 18.5 to 25, is Victoria in normal range? Show your work to prove
your answer. *hint: change feet to inches
_________________________
11.
Solve:
a.
2x − 4 = 1
_________________________
b.
2x − 15 = − 65
Show how you would CHECK your answer for this equation.
_________________________
12. A male student drank seven beers (N) at a party. The student weighs 240 pounds. Using the
formula below, how long will it take before the student’s BAC is 0.03? Use 0.68 for g. Round to
the nearest tenth.
_________________________
13.
Solve:
a.
22
2
5
b. 6
m
5
=
=
_________________________
35
2x
_________________________
14. In a metal alloy, the ratio of zinc to copper is 3 to 18. If there are 594 lb of copper, how
much zinc is there?
_________________________
Proportion
_________________________
Zinc
15. Solve:
a. 3(r + 1.3) − 8r = 8.1
b.
2s + 9
7
=5
_________________________
_________________________
16.
Solve for y:
9x − 3y = 12
_________________________
17.
Solve: 4y 2 + 3 = 103
_______________
18.
_______________
Solve:
2x−1
25
=
2
10
_________________________
19. A TV screen with a width of 25 in has a height of 17 1/2 in. What is the ratio of width to
height of the TV? Be sure to simplify your answer.
_______________ : _______________
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