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WorksheetsUnit 6 Skills Practice
Total questions: 57
Worksheet time: 29mins
How many pounds are in 48 ounces?
3 pounds
2 pounds
4 pounds
6 pounds
There are 5280 feet in 1 mile. How many feet are in 3.5 miles?
18,480 feet
12,320 feet
9,240 feet
21,000 feet
There are 2000 pounds in 1 ton. How many tons is 7500 pounds?
3.75 tons
7.5 tons
0.75 tons
1.5 tons
There are 10 dekameters in 1 kilometer. How many dekameters are in 8.5 kilometers?
850 dekameters
85 dekameters
8.5 dekameters
0.85 dekameters
There are 10 centimeters in 1 decimeter. The number of decimeters in 37 centimeters is:
3.7
3
4
2.7
There are 1000 milligrams in 1 gram. How many milligrams are in 12 grams 75 milligrams?
12,075 milligrams
1,275 milligrams
1,207.5 milligrams
120,750 milligrams
STAAR CHART - Fill in the blank: 1 mile (mi) = ___ yards (yd)
1,760
1,200
2,000
1,500
STAAR CHART - Fill in the blank: 1 yard (yd) = ___ feet (ft)
3
2
4
5
STAAR CHART - Fill in the blank: 1 foot (ft) = ___ inches (in.)
12
10
15
8
STAAR CHART - Fill in the blank: 1 kilometer (km) = ___ meters (m)
1,000
100
10,000
10
STAAR CHART - Fill in the blank: 1 meter (m) = ___ centimeters (cm)
100
10
1000
1
STAAR CHART - Fill in the blank: 1 centimeter (cm) = ___ millimeters (mm)
10
100
1
0.1
STAAR CHART - Fill in the blank: 1 gallon (gal) = ___ quarts (qt)
4
2
6
8
STAAR CHART - Fill in the blank: 1 quart (qt) = ___ pints (pt)
2
3
4
1
STAAR CHART - Fill in the blank: 1 pint (pt) = ___ cups (c)
2
3
4
1
STAAR CHART - Fill in the blank: 1 cup (c) = ___ fluid ounces (fl oz)
8
10
12
6
STAAR CHART - Fill in the blank: 1 liter (L) = ___ milliliters (mL)
1,000
100
10,000
10
STAAR CHART - Fill in the blank: 1 ton (T) = ___ pounds (lb)
2,000
1,000
500
2,500
STAAR CHART - Fill in the blank: 1 pound (lb) = ___ ounces (oz)
16
10
12
20
STAAR CHART - Fill in the blank: 1 kilogram (kg) = ___ grams (g)
1,000
100
10,000
10
STAAR CHART - Fill in the blank: 1 gram (g) = ___ milligrams (mg)
1,000
100
10,000
10
Sarah drove 175 miles to visit her grandparents. How many feet did she travel?
924,000 feet.
875,000 feet.
1,050,000 feet.
700,000 feet.
An English Mastiff dog weighs 165 pounds. What is its weight in ounces?
The dog's weight is 2,640 ounces. (1 pound = 16 ounces; 165 x 16 = 2,640)
The dog's weight is 1,320 ounces. (1 pound = 8 ounces; 165 x 8 = 1,320)
The dog's weight is 3,300 ounces. (1 pound = 20 ounces; 165 x 20 = 3,300)
The dog's weight is 1,650 ounces. (1 pound = 10 ounces; 165 x 10 = 1,650)
Isaiah is making dinner for his family. The recipe he is using calls for 0.5 kilogram of ground chicken. How many grams of ground chicken does he need?
He needs 500 grams of ground chicken.
He needs 50 grams of ground chicken.
He needs 5,000 grams of ground chicken.
He needs 5 grams of ground chicken.
Camilla needs to refill her lawn mower gas tank. The tank holds 4.2 liters of gas. How many milliliters of gas does the tank hold?
The tank holds 4,200 milliliters of gas.
The tank holds 420 milliliters of gas.
The tank holds 42,000 milliliters of gas.
The tank holds 4.2 milliliters of gas.
Lucas is going to compete in a 5000-meter race walk. What is the distance of the race in kilometers?
5 kilometers
0.5 kilometers
50 kilometers
500 kilometers
Avery’s favorite basketball player is 6 feet 9 inches tall. How tall is Avery’s favorite basketball player in yards?
2.25 yards
1.75 yards
2.75 yards
3.25 yards
How many yards are in 504 inches?
14 yards
12 yards
16 yards
10 yards
How many pounds are in 480 ounces?
30 pounds
20 pounds
40 pounds
15 pounds
How many gallons are in 200 quarts?
50 gallons
25 gallons
100 gallons
200 gallons
How many ounces are in 1 ton?
32,000 ounces
16,000 ounces
2,000 ounces
64,000 ounces
How many inches are in 1 mile 825 feet?
70020 inches
70025 inches
70050 inches
70010 inches
There are how many fluid ounces in 2 pints?
16
32
24
20
How many millimeters are in 2 meters 420 centimeters?
2420
4200
20420
24200
How many inches are in 7 feet 4 inches?
88 inches
84 inches
94 inches
76 inches
Which of the following best describes a unit rate associated with a given situation?
A comparison of two quantities where one of the quantities is 1.
A comparison of two quantities with no units.
A comparison of two quantities where both quantities are greater than 1.
A comparison of two unrelated quantities.
What is the unit rate for 15 miles jogged in 3.75 hours? (Give your answer in miles per hour.)
4 miles per hour
3 miles per hour
5 miles per hour
6 miles per hour
What is the unit rate for 6 pies cut into 48 slices? (Give your answer in slices per pie.)
8 slices per pie
6 slices per pie
12 slices per pie
48 slices per pie
Sebastian is able to complete 14 math problems in 21 minutes. Gabriel is able to complete 36 math problems in 1 hour. Determine how many problems each student can complete per minute. Who can complete problems more quickly?
Sebastian: 0.67 problems per minute; Gabriel: 0.6 problems per minute. Sebastian can complete problems more quickly.
Sebastian: 0.5 problems per minute; Gabriel: 0.7 problems per minute. Gabriel can complete problems more quickly.
Sebastian: 0.8 problems per minute; Gabriel: 0.6 problems per minute. Sebastian can complete problems more quickly.
Sebastian: 0.6 problems per minute; Gabriel: 0.67 problems per minute. Gabriel can complete problems more quickly.
Diego drove 64 miles and used 2 gallons of gas. Jasmine drove 36 miles and used 1 gallon of gas. Determine how many miles each person drove per 1 gallon of gas. Who drove more fuel-efficiently?
Diego: 32 miles per gallon; Jasmine: 36 miles per gallon. Jasmine drove more fuel-efficiently.
Diego: 30 miles per gallon; Jasmine: 34 miles per gallon. Diego drove more fuel-efficiently.
Diego: 36 miles per gallon; Jasmine: 32 miles per gallon. Diego drove more fuel-efficiently.
Diego: 32 miles per gallon; Jasmine: 36 miles per gallon. Diego drove more fuel-efficiently.
Luna’s home computer downloads an 18-megabyte program in 1 minute. Nahimana’s home computer takes 42 seconds to download a 10-megabyte program. Determine how many megabytes each computer downloads per second. Whose computer downloads faster?
Luna: 18 MB / 60 s = 0.3 MB/s; Nahimana: 10 MB / 42 s ≈ 0.238 MB/s. Luna's computer downloads faster.
Luna: 18 MB / 60 s = 0.3 MB/s; Nahimana: 10 MB / 42 s ≈ 0.5 MB/s. Nahimana's computer downloads faster.
Luna: 18 MB / 60 s = 0.5 MB/s; Nahimana: 10 MB / 42 s ≈ 0.238 MB/s. Luna's computer downloads faster.
Luna: 18 MB / 60 s = 0.238 MB/s; Nahimana: 10 MB / 42 s ≈ 0.3 MB/s. Nahimana's computer downloads faster.
Diego went fishing and caught 28 fish in 7 hours. Logan went fishing for 9 hours and caught 27 fish. Determine how many fish each person caught per hour. Who caught fish more quickly?
Diego: 28 fish / 7 hours = 4 fish/hour; Logan: 27 fish / 9 hours = 3 fish/hour. Diego caught fish more quickly.
Diego: 28 fish / 7 hours = 3 fish/hour; Logan: 27 fish / 9 hours = 4 fish/hour. Logan caught fish more quickly.
Diego: 28 fish / 7 hours = 2 fish/hour; Logan: 27 fish / 9 hours = 3 fish/hour. Logan caught fish more quickly.
Diego: 28 fish / 7 hours = 4 fish/hour; Logan: 27 fish / 9 hours = 2 fish/hour. Diego caught fish more quickly.
Kayla travels for 81 minutes to visit a friend who lives 6 miles away. Adriana travels 5 miles to visit a friend. It takes 81 minutes to get there. Determine how many miles each person travels in one minute. Who travels more rapidly?
Kayla: 6 miles / 81 minutes ≈ 0.074 miles/minute; Adriana: 5 miles / 81 minutes ≈ 0.062 miles/minute. Kayla travels more rapidly.
Kayla: 6 miles / 81 minutes ≈ 0.062 miles/minute; Adriana: 5 miles / 81 minutes ≈ 0.074 miles/minute. Adriana travels more rapidly.
Kayla: 6 miles / 81 minutes ≈ 0.12 miles/minute; Adriana: 5 miles / 81 minutes ≈ 0.10 miles/minute. Kayla travels more rapidly.
Kayla: 6 miles / 81 minutes ≈ 0.062 miles/minute; Adriana: 5 miles / 81 minutes ≈ 0.062 miles/minute. Both travel at the same speed.
Angelina baked 49 cookies in 240 minutes. Carlos was baking for 5 hours and made 63 cookies. Determine how many cookies each person baked per hour. Who baked cookies faster?
Angelina: 49 cookies / 4 hours = 12.25 cookies/hour; Carlos: 63 cookies / 5 hours = 12.6 cookies/hour. Carlos baked cookies faster.
Angelina: 49 cookies / 5 hours = 9.8 cookies/hour; Carlos: 63 cookies / 4 hours = 15.75 cookies/hour. Carlos baked cookies faster.
Angelina: 49 cookies / 4 hours = 12.25 cookies/hour; Carlos: 63 cookies / 5 hours = 10.5 cookies/hour. Angelina baked cookies faster.
Angelina: 49 cookies / 4 hours = 10.5 cookies/hour; Carlos: 63 cookies / 5 hours = 12.6 cookies/hour. Carlos baked cookies faster.
Mei and Isaiah have a reading assignment for English class. Mei takes 54 minutes to read 27 pages. Isaiah takes 16 minutes to read 8 pages. Determine how many pages each student can read per minute. Who can read more quickly?
Mei: 0.5 pages per minute, Isaiah: 0.5 pages per minute. Both read at the same rate.
Mei: 2 pages per minute, Isaiah: 0.5 pages per minute. Mei reads more quickly.
Mei: 0.5 pages per minute, Isaiah: 2 pages per minute. Isaiah reads more quickly.
Mei: 1 page per minute, Isaiah: 1 page per minute. Both read at the same rate.
Lucas biked for 2 hours and traveled 21 miles. Valentina biked 42 miles in 5 hours. Determine how many miles each person biked in one hour. Who biked more quickly?
Lucas: 10.5 miles per hour, Valentina: 8.4 miles per hour. Lucas biked more quickly.
Lucas: 8.4 miles per hour, Valentina: 10.5 miles per hour. Valentina biked more quickly.
Lucas: 21 miles per hour, Valentina: 42 miles per hour. Valentina biked more quickly.
Lucas: 10.5 miles per hour, Valentina: 8.4 miles per hour. Valentina biked more quickly.
Mason is driving 54 miles per hour. At this rate, how many miles will Joe travel in 6 hours?
324 miles
108 miles
450 miles
216 miles
Sebastian runs on the treadmill at a rate of 6.2 miles per hour. At this rate, how far will Sebastian run in 4 hours?
24.8 miles
16.2 miles
32.5 miles
10.4 miles
Hamburger meat sells for $3.99 per pound. How much does it cost to purchase 5 pounds of hamburger?
$19.95
$15.95
$9.99
$25.00
When having a meal at a restaurant, the tip is $0.20 per dollar. How much is the tip for a meal that costs 18.50?
$3.70
$2.50
$4.20
$3.00
Emily wants to finish a half-marathon (13.1 miles) in 2 hours. What rate will she have to run to finish the half-marathon in this time?
6.55 miles per hour
5.25 miles per hour
7.25 miles per hour
8.10 miles per hour
Sarah drives 225 miles in 5 hours. At this rate, how far will she drive in 8 hours?
360 miles
280 miles
400 miles
180 miles
Determine each conversion. 2.5 yd = ______ ft
7.5 ft (since 1 yd = 3 ft, 2.5 x 3 = 7.5)
5 ft
6.5 ft
8 ft
Camilla is driving to the mountains for a summer camping trip. The graph shows the ratio time : distance. Which unit rate represents Camilla’s speed?
45 miles per hour
30 miles per hour
90 miles per hour
15 miles per hour
Nahimana is jogging along a river trail. The graph shows the ratio time : distance. Write a unit rate to represent Nahimana’s jog. (Refer to the graph titled 'Distance Jogged by Nahimana')
Nahimana's speed is 100 feet / 20 seconds = 5 feet per second.
Nahimana's speed is 100 feet / 10 seconds = 10 feet per second.
Nahimana's speed is 20 feet / 100 seconds = 0.2 feet per second.
Nahimana's speed is 50 feet / 10 seconds = 5 feet per second.
Kayla is grocery shopping. Potatoes are on sale. The graph shows the ratio cost : weight. Write a unit rate to represent the cost of potatoes. (Refer to the 'Cost of Potatoes' graph)
The unit rate is $1 per pound.
The unit rate is $2 per pound.
The unit rate is $0.50 per pound.
The unit rate is $3 per pound.
Diego is grocery shopping. Onions are on sale. The graph shows the ratio cost : weight. Write a unit rate to represent the cost of onions. (Refer to the 'Cost of Onions' graph)
The unit rate is $0.40 per pound.
The unit rate is $2.00 per pound.
The unit rate is $1.00 per pound.
The unit rate is $0.25 per pound.
