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Worksheets5th UIL 5th grade 19-20
Total questions: 214
Worksheet time: 2hrs 47mins
Tanya, an office manager, needs to order 6,872 pushpins for her company. If the pushpins come in boxes of 19, how many boxes should Tanya order?
A. 361
B. 357
C. 362
D. None of these
Maria needs to buy 4,320 paper clips for her office. If each box contains 24 paper clips, how many boxes should she purchase?
D. None of these
A. 180
B. 175
C. 185
A school needs 2,550 markers for its students. If markers are sold in packs of 15, how many packs should the school buy?
D. None of these
B. 165
A. 170
C. 172
John is organizing a conference and needs 3,780 notepads. If each carton contains 18 notepads, how many cartons does he need to order?
D. None of these
C. 205
A. 210
B. 215
Linda needs to purchase 5,040 envelopes for her office. If each pack contains 28 envelopes, how many packs should she buy?
B. 185
D. None of these
C. 175
A. 180
A company requires 7,200 staples for their printers. If staples are sold in boxes of 48, how many boxes should be ordered?
A. 150
B. 145
C. 155
D. None of these
Sarah is preparing gift bags and needs 2,340 stickers. If each sheet contains 18 stickers, how many sheets does she need?
A. 130
C. 120
B. 140
D. None of these
How do you write twenty-three thousand, four hundred six and five hundredths?
23,465
3,465
23,406.05
23,406.5
How do you write fifty-two thousand, one hundred nine and seventy-two hundredths?
52,910.72
52,109.27
52,190.27
52,109.72
Which of the following is the correct way to write thirty-eight thousand, two hundred and nine tenths?
38,290.1
38,200.9
38,209.01
38,209.1
What is the standard form of sixty-four thousand, five hundred twenty and three hundredths?
64,520.3
64,502.3
64,502.03
64,520.03
How do you write forty-five thousand, eight hundred twelve and sixty-four hundredths?
45,812.46
45,182.64
45,821.64
45,812.64
What is the standard form of seventy-nine thousand, three hundred five and nine tenths?
79,305.09
79,305.90
79,350.9
79,305.9
Which of the following is the correct way to write sixty-one thousand, two hundred and forty-five thousandths?
61,245.245
61,200.245
61,245.000
61,200.45
What property of addition is shown? 6 + (4 + 5) = (4 + 5) + 3
Associative
Commutative
Distributive
Identity
Which property of addition is illustrated by the equation: (2 + 7) + 5 = 2 + (7 + 5)?
Associative
Commutative
Distributive
Identity
What property of addition is shown? 8 + 0 = 8
Associative
Identity
Commutative
Distributive
Which property is demonstrated by: 4 + 9 = 9 + 4?
Associative
Identity
Commutative
Distributive
Which property of addition is shown by: 5 + 0 = 5?
Distributive
Commutative
Associative
Identity
What property is demonstrated by: 3 + 7 = 7 + 3?
Associative
Commutative
Distributive
Identity
Which property is illustrated by the equation: (1 + 6) + 2 = 1 + (6 + 2)?
Commutative
Associative
Identity
Distributive
Which property of addition is shown by: 0 + 12 = 12?
Commutative
Identity
Distributive
Associative
What property is illustrated by: 9 + 2 = 2 + 9?
Identity
Distributive
Associative
Commutative
Which property of addition is demonstrated by: (3 + 4) + 8 = 3 + (4 + 8)?
Distributive
Associative
Commutative
Identity
What does this Roman numeral represent? MDCLVII
1,407
1,642
1,657
1,457
Which number is represented by the Roman numeral MMXIV?
1,914
2,014
1,140
2,104
What is the value of the Roman numeral CDXLIX?
444
449
499
494
Which Roman numeral stands for the number 888?
DCCCLXXXVIII
DCCCXLVIII
DCCCLXXXVI
DCCCLXXXVIII
What is the Roman numeral for the number 1,999?
MCMXCIX
MMCMXCIX
MDCCCCLXXXXVIIII
MCMXCVIII
Which number is represented by the Roman numeral DCCVII?
7070
770
777
707
What is the value of the Roman numeral XLIV?
45
44
54
49
What is the value of the Roman numeral XCIX?
109
99
89
90
Which Roman numeral represents the number 2,021?
MMXXI
MMXII
MMIXX
MMXI
What is the Roman numeral for the number 573?
DLXIII
DCCLXXIII
DXCIII
DLXXIII
Billy added 16 to the product of 326 and 17. What is the sum?
5,542
5,558
5,814
5,736
Sarah multiplied 245 by 12 and then added 34 to the result. What is the final sum?
3,024
2,974
2,984
2,994
What is the sum when 28 is added to the product of 154 and 19?
2,984
2,964
2,954
2,974
Find the total when 21 is added to the product of 413 and 8.
3,325
3,305
3,315
3,301
What is the result when 45 is added to the product of 289 and 15?
4,380
4,335
4,380
4,380
Calculate the sum when 52 is added to the product of 198 and 23.
4,606
4,606
4,596
4,606
Find the total when 37 is added to the product of 167 and 14.
2,375
2,375
2,375
2,375
The table below shows the weights of four different candy dispensers. Which list shows the dispensers in order from greatest to least?
3.459 > 3.94 > 4.2 > 5
5 > 4.2 > 3.94 > 3.459
5 > 4.2 > 3.459 > 3.94
3.459 > 4.2 > 3.94 > 5
The table below shows the weights of four different fruit baskets. Which list shows the baskets in order from least to greatest?
3.85 < 2.75 < 4.6 < 3.1
3.1 < 2.75 < 4.6 < 3.85
4.6 < 3.85 < 3.1 < 2.75
2.75 < 3.1 < 3.85 < 4.6
Four jars have the following weights: 1.25 kg, 1.205 kg, 1.52 kg, and 1.3 kg. Which list shows the jars in order from greatest to least?
1.3 > 1.52 > 1.25 > 1.205
1.205 > 1.25 > 1.3 > 1.52
1.52 > 1.3 > 1.25 > 1.205
1.25 > 1.205 > 1.52 > 1.3
The table below shows the weights of four different toy cars: 0.98 kg, 1.07 kg, 0.89 kg, and 1.2 kg. Which list shows the cars in order from least to greatest?
0.98 < 0.89 < 1.2 < 1.07
0.89 < 0.98 < 1.07 < 1.2
1.07 < 1.2 < 0.89 < 0.98
1.2 < 1.07 < 0.98 < 0.89
The table below shows the weights of four different water bottles: 0.75 kg, 0.82 kg, 0.68 kg, and 0.9 kg. Which list shows the bottles in order from least to greatest?
0.9 < 0.82 < 0.75 < 0.68
0.75 < 0.68 < 0.9 < 0.82
0.82 < 0.68 < 0.9 < 0.75
0.68 < 0.75 < 0.82 < 0.9
Four boxes have the following weights: 2.15 kg, 2.05 kg, 2.5 kg, and 2.3 kg. Which list shows the boxes in order from greatest to least?
2.05 > 2.15 > 2.3 > 2.5
2.3 > 2.5 > 2.15 > 2.05
2.5 > 2.3 > 2.15 > 2.05
2.15 > 2.05 > 2.5 > 2.3
The table below shows the weights of four different lunch trays. Which list shows the trays in order from least to greatest?
2.4 < 2.1 < 1.8 < 1.6
2.1 < 1.6 < 2.4 < 1.8
1.8 < 2.4 < 2.1 < 1.6
1.6 < 1.8 < 2.1 < 2.4
The table below shows the weights of four different backpacks: 1.45 kg, 1.38 kg, 1.52 kg, and 1.41 kg. Which list shows the backpacks in order from least to greatest?
1.45 < 1.52 < 1.38 < 1.41
1.41 < 1.38 < 1.52 < 1.45
1.38 < 1.41 < 1.45 < 1.52
1.52 < 1.45 < 1.41 < 1.38
Four suitcases have the following weights: 3.2 kg, 2.95 kg, 3.05 kg, and 3.18 kg. Which list shows the suitcases in order from greatest to least?
3.2 > 3.18 > 3.05 > 2.95
2.95 > 3.05 > 3.18 > 3.2
3.18 > 3.2 > 2.95 > 3.05
3.05 > 2.95 > 3.2 > 3.18
The table below shows the weights of four different flower pots: 0.67 kg, 0.73 kg, 0.59 kg, and 0.8 kg. Which list shows the pots in order from least to greatest?
0.73 < 0.8 < 0.59 < 0.67
0.59 < 0.67 < 0.73 < 0.8
0.67 < 0.59 < 0.8 < 0.73
0.8 < 0.73 < 0.67 < 0.59
Is 2,745,981 divisible by nine?
Yes
NO
Yes, with remainder
Is 1,234,567 divisible by nine?
Yes
No
Yes, with remainder
Is 9,876,543 divisible by nine?
Yes
No
Yes, with remainder
Is 5,555,555 divisible by nine?
Yes, with remainder
No
Yes
Is 3,456,789 divisible by nine?
Yes, with remainder
No
Yes
Is 7,654,321 divisible by nine?
Yes
Yes, with remainder
No
Is 8,888,889 divisible by nine?
Yes
No
Yes, with remainder
Is 4,321,098 divisible by nine?
Yes
No
Yes, with remainder
Is 6,666,666 divisible by nine?
Yes
No
Yes, with remainder
Is 9,999,999 divisible by nine?
No
Yes
Yes, with remainder
How is this written as a numeral? (5 x 100) + (7 x 1) + (3 x 0.01)
573
57.3
507.3
507.03
How is this written as a numeral? (4 x 100) + (8 x 1) + (6 x 0.01)
486
408.06
408.6
48.6
How is this written as a numeral? (2 x 100) + (9 x 1) + (5 x 0.01)
209.05
209.5
295
29.5
How is this written as a numeral? (6 x 100) + (3 x 1) + (2 x 0.01)
632
63.2
603.02
603.2
How is this written as a numeral? (3 x 100) + (5 x 1) + (7 x 0.01)
35.7
305.7
305.07
350.7
How is this written as a numeral? (7 x 100) + (2 x 1) + (4 x 0.01)
702.04
72.4
702.4
720.4
How is this written as a numeral? (1 x 100) + (6 x 1) + (9 x 0.01)
106.09
16.9
160.9
106.9
How is this written as a numeral? (8 x 100) + (4 x 1) + (2 x 0.01)
804.2
840.2
84.2
804.02
How is this written as a numeral? (9 x 100) + (1 x 1) + (8 x 0.01)
901.8
901.08
91.8
910.8
How is this written as a numeral? (5 x 100) + (0 x 1) + (6 x 0.01)
500.06
50.6
506
500.6
What is the greatest common factor of 8, 12, and 16?
1
16
12
4
What is the greatest common factor of 18, 24, and 30?
6
12
3
9
Which number is the greatest common factor of 20 and 28?
2
4
8
10
Find the greatest common factor of 14, 21, and 35.
7
14
35
21
What is the greatest common factor of 24, 36, and 60?
18
24
12
6
Find the greatest common factor of 15, 25, and 35.
15
35
5
25
Which number is the greatest common factor of 9 and 27?
3
9
1
27
What is the least common multiple of 7, 8, and 4?
56
224
32
28
What is the least common multiple of 5, 6, and 10?
30
60
120
15
Find the least common multiple of 3, 9, and 12.
108
72
12
36
Which of the following is the least common multiple of 2, 5, and 8?
16
20
80
40
What is the least common multiple of 4, 6, and 9?
18
36
54
72
Find the least common multiple of 2, 3, and 7.
21
42
14
6
Which of the following is the least common multiple of 8, 12, and 15?
180
120
60
240
Which of the following is the least common multiple of 3, 4, and 5?
30
20
12
60
Find the least common multiple of 6, 8, and 9.
24
72
36
48
What is the least common multiple of 2, 3, and 5?
10
30
15
6
Simplify the following expression. [2 (3.5 – 0.8) + 4.85 + 2.4] – 3
6.95
10.45
9.65
12.65
Simplify the following expression.
[4.2 + 3.6 × 2] – 5.8
5.6
9.6
6.2
10.4
What is the value of the expression?
6.5 + [2.3 × (4 – 1.2)]
12.94
8.44
10.94
13.44
Evaluate the following:
[(5.7 – 2.2) × 3] + 1.5
12.6
12
10.5
8.1
Evaluate the following expression.
[3.8 × (2.5 + 1.7)] – 4.6
11.36
8.36
7.84
9.46
Simplify the following:
[(7.2 – 3.4) × 2] + 5.1
10.7
12.7
13.1
8.5
What is the value of the expression?
5.9 + [3.2 × (2.6 – 1.1)]
8.7
11.7
10.7
7.7
What is the value of the expression?
4.8 + [2.7 × (3.1 – 1.6)]
8.85
9.85
7.85
10.85
Simplify the following:
[(6.4 – 2.9) × 2.5] + 3.2
11.95
10.75
8.25
9.25
Evaluate the following expression.
[5.2 × (1.8 + 2.3)] – 6.4
14.92
10.44
8.76
11.24
Write 5/8 as a decimal.
0.58
0.125
1.8
0.625
Express 3/4 as a decimal.
0.34
0.6
0.75
0.8
Which of the following is the decimal form of 7/10?
0.71
0.17
0.77
0.7
Convert 1/5 to a decimal.
0.15
0.25
0.5
0.2
What is the decimal equivalent of 2/5?
0.4
0.25
0.5
0.2
Convert 9/10 to a decimal.
0.9
0.91
0.99
0.19
Which of the following is the decimal form of 1/8?
0.125
0.18
0.81
0.8
Convert 2/3 to a decimal.
0.6
0.75
0.67
0.66
What is the decimal equivalent of 3/5?
0.53
0.3
0.6
0.35
Express 1/4 as a decimal.
0.14
0.25
0.4
0.75
10 students want lemonade and 14 students want iced tea. What is the ratio of the number of students who want iced tea to the number of students who want lemonade?
10:14
24:14
14:10
14:24
There are 8 students who prefer orange juice and 12 students who prefer apple juice. What is the ratio of students who prefer apple juice to those who prefer orange juice?
8:20
8:12
12:8
20:8
15 students chose milk and 9 students chose water. What is the ratio of students who chose milk to those who chose water?
15:9
9:24
9:15
24:9
18 students like cola and 6 students like lemonade. What is the ratio of students who like lemonade to those who like cola?
24:6
18:6
6:24
6:18
20 students like grape juice and 5 students like pineapple juice. What is the ratio of students who like grape juice to those who like pineapple juice?
5:20
5:25
20:5
25:5
7 students prefer tea and 21 students prefer coffee. What is the ratio of students who prefer tea to those who prefer coffee?
7:21
21:7
14:21
21:14
16 students chose water and 8 students chose soda. What is the ratio of students who chose soda to those who chose water?
8:16
16:8
8:24
24:8
12 students like mango juice and 18 students like apple juice. What is the ratio of students who like mango juice to those who like apple juice?
18:6
6:18
12:18
18:12
9 students prefer lemonade and 27 students prefer cola. What is the ratio of students who prefer cola to those who prefer lemonade?
9:27
9:18
27:9
18:9
25 students chose iced tea and 5 students chose water. What is the ratio of students who chose water to those who chose iced tea?
5:25
25:5
5:30
30:5
What is 7.485 rounded to the nearest hundredth?
7.48
7.49
7.50
7.58
What is 3.276 rounded to the nearest hundredth?
3.28
3.27
3.20
3.30
Round 9.842 to the nearest hundredth.
9.80
9.90
9.85
9.84
Which of the following is 5.499 rounded to the nearest hundredth?
5.40
5.50
5.49
5.59
What is 2.639 rounded to the nearest hundredth?
2.69
2.60
2.64
2.63
Round 8.375 to the nearest hundredth.
8.38
8.35
8.37
8.40
Which of the following is 4.501 rounded to the nearest hundredth?
4.55
4.51
4.49
4.50
Round 6.718 to the nearest hundredth.
6.73
6.72
6.71
6.70
Which of the following is 1.234 rounded to the nearest hundredth?
1.23
1.24
1.22
1.20
What is 12.995 rounded to the nearest hundredth?
12.90
12.98
12.99
13.00
One container of mulch has a mass of 5.06 kg. What is the mass of 30 buckets of mulch in kilograms?
151.8 kg
160 kg
15.18 kg
1.6 kg
A bag of soil weighs 3.75 kg. What is the total mass of 24 bags of soil in kilograms?
90 kg
88 kg
900 kg
9 kg
If one sack of fertilizer has a mass of 2.5 kg, what is the mass of 40 sacks in kilograms?
25 kg
100 kg
10 kg
1,000 kg
Each box of sand weighs 4.2 kg. What is the combined mass of 15 boxes in kilograms?
42 kg
6.3 kg
63 kg
60 kg
A packet of seeds weighs 1.8 kg. What is the total mass of 50 packets in kilograms?
90 kg
100 kg
9 kg
80 kg
If each bag of compost has a mass of 6.4 kg, what is the combined mass of 12 bags in kilograms?
76.8 kg
64 kg
7.68 kg
72 kg
Each crate of gravel weighs 7.5 kg. What is the total mass of 8 crates in kilograms?
60 kg
80 kg
56 kg
75 kg
An auditorium sold 4,472 tickets to a concert. Each ticket costs $264. How much money did the auditorium collect from selling concert tickets?
$134,160
$286,208
$375,648
$1,180,608
A theater sold 3,250 tickets for a play. Each ticket was priced at $185. What was the total revenue from ticket sales?
$601,500
$525,250
$601,250
$512,500
A stadium hosted a football match and sold 5,120 tickets at $320 each. How much money did the stadium make from ticket sales?
$1,638,400
$1,344,000
$1,600,000
$1,024,000
A concert hall sold 2,850 tickets for a show. If each ticket cost $210, what was the total amount collected from ticket sales?
$585,000
$598,000
$598,500
$600,000
A cinema sold 4,100 tickets for a movie screening. If each ticket was priced at $175, what was the total revenue from ticket sales?
$717,500
$675,000
$717,000
$705,000
A music festival sold 6,250 tickets at $240 each. How much money did the festival collect from ticket sales?
$1,200,000
$1,350,000
$1,425,000
$1,500,000
A sports arena sold 3,800 tickets for a basketball game. Each ticket cost $195. What was the total amount collected from ticket sales?
$741,000
$750,000
$760,000
$741,500
A community center sold 2,600 tickets for a charity event. If each ticket cost $225, what was the total amount collected from ticket sales?
$585,000
$585,600
$585,500
$585,250
A circus sold 3,900 tickets for a show. Each ticket was priced at $180. What was the total revenue from ticket sales?
$702,000
$705,000
$702,500
$690,000
A conference sold 5,500 tickets at $250 each. How much money did the conference collect from ticket sales?
$1,400,000
$1,375,500
$1,250,000
$1,375,000
Simplify the following expression. 6 • 3 + (4 - 0.35)
19.95
21.65
19.86
5.58
Simplify the following expression.
8 × 2 + (5 - 1.25)
20.75
19.75
21.75
18.25
Simplify the following expression.
7 • 4 + (3 - 0.5)
28.5
30.5
29.5
31.5
Simplify the following expression.
5 × 5 + (6 - 2.4)
27.6
29.4
28.4
28.6
Simplify the following expression.
9 × 3 + (7 - 2.8)
31.2
34.2
31.8
33.2
Simplify the following expression.
4 • 6 + (8 - 1.5)
30.5
32.5
33.5
31.5
Simplify the following expression.
10 × 2 + (9 - 3.25)
25.75
26.75
27.75
28.75
Simplify the following expression.
3 × 7 + (6 - 2.5)
24.5
25.5
27.5
28.5
Simplify the following expression.
6 × 5 + (8 - 3.75)
35.25
36.25
38.25
34.25
Simplify the following expression.
7 × 2 + (10 - 4.6)
21.6
18.4
20.6
19.4
What is this written as a numeral? (6 x 100) + (4 x 1) + (3 x 1/10) + (2 x 1/100)
64.32
6,432
604.32
64.32
What is this written as a numeral? (5 x 100) + (7 x 1) + (8 x 1/10) + (1 x 1/100)
507.81
578.1
507.81
578.01
What is this written as a numeral? (3 x 100) + (2 x 1) + (9 x 1/10) + (4 x 1/100)
302.94
329.4
329.94
320.94
What is this written as a numeral? (8 x 100) + (1 x 1) + (5 x 1/10) + (6 x 1/100)
815.06
801.56
801.65
801.56
What is this written as a numeral? (4 x 100) + (9 x 1) + (2 x 1/10) + (7 x 1/100)
409.27
492.07
492.7
409.72
What is this written as a numeral? (7 x 100) + (3 x 1) + (6 x 1/10) + (5 x 1/100)
736.5
703.65
736.05
730.65
What is this written as a numeral? (2 x 100) + (8 x 1) + (1 x 1/10) + (9 x 1/100)
208.19
281.9
280.19
218.09
What is this written as a numeral? (9 x 100) + (5 x 1) + (2 x 1/10) + (3 x 1/100)
952.3
905.23
950.23
905.32
What is this written as a numeral? (1 x 100) + (6 x 1) + (7 x 1/10) + (8 x 1/100)
167.8
106.78
160.78
167.08
What is this written as a numeral? (5 x 100) + (0 x 1) + (4 x 1/10) + (9 x 1/100)
504.9
500.49
504.09
540.9
Steve made 3-liters of Gatorade for a soccer game. He drank 0.32 liters in the first half and 2.638 liters in the second half. How much Gatorade did Steve have after the soccer game?
0.042 liter
2.673 liters
0.42 liter
2.958 liters
Maria prepared 4 liters of lemonade for a picnic. She served 1.25 liters in the morning and 2.5 liters in the afternoon. How much lemonade was left after the picnic?
0.25 liter
1.25 liters
0.5 liter
3.75 liters
John had 2.5 liters of orange juice. He drank 0.75 liters before lunch and 1.6 liters after lunch. How much orange juice does John have left?
2.35 liters
1.85 liters
0.25 liter
0.15 liter
Amy filled a bottle with 1.8 liters of water. She used 0.45 liters for cooking and 1.1 liters for drinking. How much water remains in the bottle?
0.15 liter
1.35 liters
0.35 liter
0.25 liter
Lisa had 5 liters of apple juice. She poured out 1.7 liters for her friends and drank 2.9 liters herself. How much apple juice does Lisa have left?
1.6 liters
0.5 liter
2.4 liters
0.4 liter
Tom started with 3.6 liters of milk. He used 1.2 liters for baking and 2.15 liters for making tea. How much milk remains?
0.15 liter
0.35 liter
0.45 liter
0.25 liter
Sara filled a jug with 2.8 liters of punch. She served 0.95 liters to her guests and 1.6 liters to her family. How much punch is left in the jug?
0.15 liter
0.25 liter
0.45 liter
0.35 liter
Emily had 4.5 liters of iced tea. She served 1.8 liters to her friends and 2.3 liters to her family. How much iced tea does Emily have left?
0.4 liter
0.5 liter
0.6 liter
0.7 liter
David started with 2.2 liters of soup. He used 0.85 liters for lunch and 1.1 liters for dinner. How much soup remains?
0.25 liter
0.45 liter
0.15 liter
0.35 liter
Olivia poured 3.7 liters of smoothie into a jug. She served 1.4 liters in the morning and 2.1 liters in the evening. How much smoothie is left in the jug?
0.3 liter
0.4 liter
0.2 liter
0.1 liter
Melinda is 60 inches tall. Jennifer is 12 1/2 inches shorter than Melinda is, how tall is Jennifer?
47.8 inches
47.5 inches
72.2 inches
72.5 inches
Sarah is 65 inches tall. Her friend Mia is 8 1/2 inches shorter than Sarah. How tall is Mia?
66.5 inches
57.5 inches
73.5 inches
56.5 inches
Tom is 70 inches tall. If his brother is 15 1/4 inches shorter than Tom, what is his brother's height?
55.75 inches
85.25 inches
55.25 inches
54.75 inches
Emily is 62 inches tall. Her sister is 9 3/4 inches shorter than Emily. How tall is her sister?
71.75 inches
52.25 inches
53.25 inches
51.25 inches
James is 68 inches tall. His cousin is 11 1/2 inches shorter than James. How tall is his cousin?
56.5 inches
79.5 inches
57.5 inches
59.5 inches
Olivia is 75 inches tall. Her friend is 13 3/4 inches shorter than Olivia. What is her friend's height?
61.25 inches
62.25 inches
63.25 inches
61.75 inches
Michael is 64 inches tall. His sister is 10 1/4 inches shorter than Michael. How tall is his sister?
53.25 inches
54.25 inches
54.75 inches
53.75 inches
David is 72 inches tall. His friend is 14 1/2 inches shorter than David. How tall is his friend?
60.5 inches
59.5 inches
58.5 inches
57.5 inches
Anna is 66 inches tall. Her brother is 12 3/4 inches shorter than Anna. What is her brother's height?
56.25 inches
53.25 inches
54.25 inches
55.25 inches
Lucas is 69 inches tall. His cousin is 10 2/3 inches shorter than Lucas. How tall is his cousin?
58.33 inches
59.33 inches
60.33 inches
61.33 inches
Jacob spent 37.4 minutes working on his homework and Terry spent 24 3/10 minutes. How much time did Jacob and Terry spend on homework?
13.1 minutes
61.43 minutes
13.37 minutes
None of these
Maria spent 45.6 minutes reading and John spent 32 1/2 minutes. How much time did they spend reading together?
None of these
77.6 minutes
13.1 minutes
78.1 minutes
Lisa took 28.75 minutes to finish her math assignment, and Mark took 19 2/5 minutes. What is the total time they spent?
None of these
48.55 minutes
48.15 minutes
28.35 minutes
Emily worked on her project for 53.2 minutes, while Sam worked for 41 3/4 minutes. How many minutes did they work in total?
94.7 minutes
12.55 minutes
None of these
94.95 minutes
Sophia read for 29.8 minutes and Liam read for 15 2/5 minutes. How much time did they spend reading together?
None of these
44.2 minutes
45.2 minutes
45.05 minutes
Olivia spent 36.6 minutes on her science project, and Noah spent 27 3/4 minutes. What is the total time they worked?
64.35 minutes
None of these
64.1 minutes
63.85 minutes
James took 22.5 minutes to complete his essay, while Ava took 18 1/2 minutes. How many minutes did they spend in total?
None of these
41.0 minutes
41.25 minutes
40.5 minutes
A swing set is located 16 3/4 feet due north of a pine tree. A slide is located 9 1/2 feet due south of the same pine tree. What is the distance in feet between the swing set and slide?
26 1/4 feet
25 1/4 feet
25 2/3 feet
26 feet
A bench is placed 12 1/4 feet east of a maple tree. A sandbox is 7 3/4 feet west of the same maple tree. What is the total distance in feet between the bench and the sandbox?
20 feet
19 1/2 feet
18 feet
20 1/2 feet
A picnic table is 10 2/3 feet north of an oak tree. A seesaw is 14 1/3 feet south of the same oak tree. What is the distance in feet between the picnic table and the seesaw?
24 feet
23 feet
25 feet
24 1/3 feet
A basketball hoop is 8 1/2 feet west of a birch tree. A merry-go-round is 15 1/4 feet east of the same birch tree. What is the distance in feet between the basketball hoop and the merry-go-round?
23 feet
23 3/4 feet
22 3/4 feet
24 feet
A fountain is 11 1/2 feet south of a cherry tree. A bike rack is 13 3/4 feet north of the same cherry tree. What is the total distance in feet between the fountain and the bike rack?
26 feet
24 1/2 feet
25 feet
25 1/4 feet
A bird feeder is 9 2/3 feet east of a willow tree. A sandbox is 12 1/3 feet west of the same willow tree. What is the distance in feet between the bird feeder and the sandbox?
22 0/3 feet
22 feet
22 feet
21 feet
A garden bench is 8 1/4 feet north of a cedar tree. A swing is 17 1/2 feet south of the same cedar tree. What is the distance in feet between the garden bench and the swing?
25 3/4 feet
24 1/4 feet
25 1/2 feet
26 feet
What is the sum of 2.7 + 9 1/2 + 0.32?
15.1
15.4
12.22
12.52
What is the value of 5.6 + 3 3/4 + 1.15?
10.5
9.9
7.6
8.8
Find the sum of 4.25 + 6 1/2 + 2.05.
10.8
11.5
12.8
13.1
Calculate: 7.8 + 2 2/5 + 0.75 = ?
11.25
10.95
11.55
12.15
Calculate: 3.6 + 5 2/5 + 1.85 = ?
11.25
10.85
10.05
9.95
What is the value of 8.2 + 4 3/4 + 0.65?
13.6
13.05
12.95
14.1
Find the sum of 6.15 + 2 1/2 + 3.3.
12.25
11.45
10.95
11.95
What sign makes the sentence true? 5.5 + 0.9 ( ) 6.1
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None of these
Mark’s dog eats 6.24 kg of dog food each day. How much dog food will Mark’s dog eat in 36.4 weeks?
227.136 kg
42.64 kg
22.7136 kg
30.16 kg
Sarah’s cat eats 4.5 kg of cat food each day. How much cat food will Sarah’s cat eat in 28 days?
45 kg
112.5 kg
126 kg
32.5 kg
A rabbit eats 2.3 kg of food daily. How much food will the rabbit consume in 15.5 weeks?
249.5 kg
24.15 kg
249.15 kg
248.15 kg
Tom’s parrot eats 0.75 kg of food each day. How much food will the parrot eat in 60 days?
45 kg
60.75 kg
75 kg
30 kg
A hamster eats 1.8 kg of food each day. How much food will the hamster eat in 21 days?
18.2 kg
37.8 kg
21.8 kg
32.8 kg
Lily’s turtle eats 0.5 kg of food daily. How much food will the turtle consume in 40 days?
20 kg
25 kg
15 kg
40 kg
A horse eats 7.2 kg of food each day. How much food will the horse eat in 12.5 weeks?
112.5 kg
504 kg
90 kg
630 kg
