6.EE.7 Review

Roger scored 7 points for his basketball team. If his team scored a total of 35 points, how many points were scored by someone other than Roger? A.5 B. 28 C. 35 D. 42

B. 28

A teacher has a total of 48 cans for an art project. She will share them equally among 12 students in the class. Which equation will determine the number of cans, n, each student will receive? A. 48 = 12/n B. 48 = 12n C. 48 = 12 + n D. 48 = 12 - n

B. 48 = 12n

Tasha bought 5 blueberry pies. All the pies were the same price. She spent $35.75. What equation could be used to find the price of one pie, x? A. x ÷ 5 = 35.75 B. 5x = 35.75 C. 35.75 + x = 5 D. 5 + x = 35.75

B. 5x = 35.75

Dana bought 144 pencils for $8.64. Which equation could be used to determine the cost of each pencil, x? A. 144/8.64 = x B. x/144= 8.64 C. 8.64 - x = 14 D. 144x = 8.64

D. 144x = 8.64

How long will it take a bus to travel 825 miles at a rate of 55 miles per hour? A. 6 hours B. 7 hours C. 14 hours D. 15 hours

D. 15 hours

Steven has 43 baseball cards. Together Steven and Samantha have 75 baseball cards. How many baseball cards does Samantha have? A. 118 B. 75 C. 43 D. 32

D. 32

Karen uses 1/7 of her weekly free time talking to her friends on the phone. She talks to her friends for five hours every week. How many hours of free time does Karen have every week? A. 5 B. 7 C. 21 D. 35

D. 35

Susan spent a total of $26.00 at the state fair. She spent $9.00 on food and the rest of her money on games. Which equation represents the amount of money Susan spent on games, g? A. 26 + 9 = g B. 9 - g = 26 C. g - 9 = 26 D. g + 9 = 26

D. g + 9 = 26

Lisa wants to buy a wallet for $29.90, including tax. Which equation can be used to represent how much change, x, Lisa will receive if she pays with a $50 bill? A. x + 50 = 29.90 B. x - 50 = 29.90 C. x - 29.90 = 50 D. x + 29.90 = 50

D. x + 29.90 = 50

Shaneka bought a hairbrush and a bottle of lotion for $14.35. If the lotion cost $9.83, how much did the hairbrush cost? A. $4.52 B. $4.70 C. $5.15 D. $7.18

A. $4.52

Julius is selling raffle tickets for $2.50 each. The prizes to be awarded cost $2,260. Which equation represents the number of raffle tickets, x, that must be sold in order to pay for the prizes? A. 2.50x = 2,260 B. x + 2.50 = 2,260 C. 2.50 = 2,260x D. 2.50x + 2,260 = 0

A. 2.50x = 2,260

Ken has $20.00. Coffee costs $4.79 per pound. Which equation will calculate the number of pounds of coffee, n, Ken can buy? A. 4.79n = 20.00 B. 20.00n = 4.79 C. 4.79 + n = 20.00 D. 4.79 − n = 20.00

A. 4.79n = 20.00

Carlos ran 5.25 miles each day for d days. He ran a total of 157.5 miles. Which equation represents the number of days Carlos ran? A. 5.25d = 157.5 B. 5.25 + d = 157.5 C. 5.25 + 157.5 = d D. (5.25)(157.5) = d

A. 5.25d = 157.5

Anna borrowed $128 from her sister. She plans to repay the money at $16 per week. How many weeks will it take Anna to repay the money? A. 8 B. 12.5 C. 16 D. 112

A. 8

Last year, a city had 51 inches of rain. This amount was 12 inches less than normal. Which equation would calculate the normal rainfall, n, for this area? A. n - 12 = 51 B. n + 12 = 51 C. n = 51 - 12 D. 12n = 51

A. n - 12 = 51

A spool of yarn measures 125 cm. Julie cuts 25.6 cm from the spool. Which equation will calculate the remaining amount of yarn, y, on the spool? A. y + 25.6 = 125 B. y ÷ 25.6 = 125 C. 125 + 25.6 = y D. 25.6y = 125

A. y + 25.6 = 125

Jeremy is six years younger than Deon. Jeremy is 15 years old. Which equation can be used to find Deon's age, y? A. y - 6 = 15 B. 6 - y = 15 C. y ÷ 6 = 15 D. 6 ÷ y = 15

A. y - 6 = 15

A landscaper was paid $510 for a job. He worked 30 hours. How much was he paid per hour? A. $13.00 B. $15.00 C. $17.00 D. $19.00

C. $17.00

Rodney wants to purchase a bike for $75. He saves $5 each week. Which equation represents the number of weeks, w, it will take Rodney to save for the bike? A. w + 5 = 75 B. w ÷ 5 = 75 C. 5w = 75 D. w - 5 = 75

C. 5w = 75