Which expression represents the statement "28 plus 2, then divided by 6"?
a. (28 + 2 ) ÷ 6
b. 28 + (2 ÷ 6)
c. (28 ÷ 2) + 6
d. 28 ÷ (12 + 6)
a. (28 + 2 ) ÷ 6
What is 45 x 32?
1,440
Find the volume of the following shape
60 square units
12/8 - 3/6 =
12/6 - 3/6 = 72/48 - 24/48 = 48/48 or 1
At the beginning of the year, 2/3 of the students in school were in running club. During the year:
* an additional 2/10 of the students in the school joined running club.
* later, 2/6 of the students in school quit the running club.
At the end of the year, what fraction of the students in school were in running club?
16/30 or 8/15
Which expression best represents the statement "156 divide by 13, then multiply by 24"?
a. 156 ÷ (13 x 24)
b. 156 x 13 ÷ 24
c. (156 ÷ 13) x 24
d. (156 ÷ 24) x 13
c. (156 ÷ 13) x 24
Draw an area model to find 327 x 12.
3,924
What is the volume of this shape?
18 square units
5/8 + 1/4 =
5/8 + 1/4 = 5/8 + 2/8 = 7/8
Julia wants to give 7 pounds of apples to 10 friends.
Each friend will receive the same amount of apples. Julia determines that each friend will receive 7/10 of a pound of apples.
Write an expression that Julia could use to determine the amount of apples each friend will receive.
7 ÷ 10
Write an expression to represent "48 minus 12, then multiply by 6".
(48 - 12) x 6
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
B=400
A=40
What is the volume of this shape?
24 square units
Which of these fractions can be placed in the blank to make the equation true? 4/8 x 20 = ____
a. 160/5
b. 80/8
c. 80/160
d. 4/160
b. 80/8
How much pasta does Andy need to serve all 9 people.
2 1/4 cups of pasta
9/4 cups of pasta
Write an expression to represent "99 plus 23, then multiply 23".
(99 + 23) x 23
<img data-fr-image-pasted="true" 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
A=33
B=260
Write an equation that represents a rectangular prism with the same volume.
144 square units
4/5 + 3/4 - 6/10 =
(4/5 + 3/4) - 6/10 =
16/20 + 15/20 = 31/20
31/20 - 12/20 = 19/20
Grace incorrectly added the fractions 4/7 + 2/4. She said that to add fractions with different denominators, you add the numerators and then you add the denominators. Grace's work is shown below.
4/7 + 2/4 = 6/11
a. What is Grace's mistake?
b. what is the correct value of 4/7 - 2/4?
a. Grace's error is that she has to have the same denominator to add fractions. What she can do is find the multiples of 7 and 4. 28 is a common denominator.
b. 4/7 + 2/4 = 16/28 + 14/28 = 30/28 or 1 2/28
Write an expression to represent "45 plus 15, then multiply by the quotient of 36 divide by 6".
(45 + 15) x (36 ÷ 6)
<img data-fr-image-pasted="true" 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
A=70
B=280
256 square units
1 2/5 - 6/10 =
8/10
Lauren was tracking the amount of snow on the ground. She recorded how much snow was added or melted for Monday through Friday.
Monday-3/6 of a foot of snow was added Tuesday-2/6 of a foot of snow was added Wednesday-2/4 of a foot of snow melted Thursday-3 4/6 of a foot of snow was added Friday-1 10/12 of a foot of snow melted
How much snow, in feet, remained at the end of Friday?
2 4/24 feet of snow or 2 1/6 feet of snow.