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ACAP Grade 3 Math

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Last updated over 1 year ago
14 questions
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1
3.OA.B.6
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3.OA.D.8
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3.NBT.A.10
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3.NBT.A.11
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3.NBT.A.12
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3.NF.A.13
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3.NF.A.13
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3.NF.A.15.b
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3.DA.A.16.b
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3.M.A.18.a
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3.M.B.22
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3.M.C.24
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3.G.A.26.a
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3.G.A.26.a
Question 1
1.
Other Answer Choices:
9
45
m
Question 2
2.

Question 3
3.

What is 218 rounded to the nearest ten?

Question 4
4.

Question 5
5.

Question 6
6.

An apple is cut into 4 equal pieces. Glenn eats exactly \frac{3}{4} of the apple. Select the apple pieces Glenn could have eaten.

Question 7
7.

Question 8
8.

Question 9
9.
A store owner counts the numbers of notebooks of different colors for sale. There are 4 more red notebooks than yellow notebooks. There are 2 more green notebooks than yellow notebooks. Drag notebooks into the yellow and green rows to complete the picture graph.
Other Answer Choices:
Question 10
10.

Henry started is violin lesson at 3:25 P.M. He finished his violin lesson at 4:10 P.M. How many minutes long was Henry's violin lesson?

Question 11
11.

Question 12
12.

Question 13
13.

Question 14
14.

Mr. Jefferson has $45 to give to his 9 grandchildren. He wants to give the same amount of money to each grandchild. Mr. Jefferson uses m to represent the amount of money he should give to each grandchild.

Drag the numbers and the variable into the boxes to create two different equations Mr. Jefferson could solve to find m.

Equation 1
______ × ______ = _______

Equation 2
_______ ÷ ______ = ______
Jeremy uses red beads and blue beads to make a necklace.

• He uses 3 times as many red beads as blue beads.
• He uses a total of 48 beads.

How many red beads does Jeremy use?
12
16
36
45
Subtract.

341 − 185
155
156
166
244
Multiply.

4 × 40
16
44
80
160
Which fraction is equivalent to 5?
\frac{1}{5}
\frac{5}{10}
\frac{5}{5}
\frac{5}{1}
Which statement correctly compares and explains the fractions \frac{4}{8} and \frac{7}{8}?
The comparison \frac{4}{8} \gt \frac{7}{8} is true because fourths are larger than sevenths.
The comparison \frac{4}{8} \lt \frac{7}{8} is true because fourths are smaller than sevenths.
The comparison \frac{4}{8} \gt \frac{7}{8} is true because the whole is the same for both fractions and 4 pieces is more than 7 pieces.
The comparison \frac{4}{8} \lt \frac{7}{8} is true because the whole is the same for both fractions and 4 pieces is less than 7 pieces.
A rectangle tiled in unit squares is shown.


Select the two expressions that can be used to find the area of the rectangle in square units.
Select the two rectangles that have the same area but different perimeters.
A rectangle is shown.


Which other shape is also a rectangle?
Three shapes are shown.


Which statement is true for all the shapes?
All the shapes are squares.
All the shapes are quadrilaterals.
All the shapes have two pairs of equal sides.
All the shapes have two pairs of parallel sides.