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Total questions: 207
Worksheet time: 17hrs 13mins
Expand each number: 4,286
NO SPACES
(a)
Expand each number: 52,518
NO SPACES
(a)
Lea says 28 is 4 times greater than 7. Write 4 related equations (2 multiplication and 2 division) that show that relationship.
4÷7=28
7÷4=28
28x7=4
28x4=7
28÷7=4
28÷4=7
4x7=28
7x4=28
28 is 7 times greater than 4
28 is 4 times greater than 7
4+4+4+4+4+4+4=28
7+7+7+7=28
Expand each number: 5,374
(a)
Expand each number: 26,843
(a)
42 is 7 times greater than 6. Write 4 related equations (2 multiplication and 2 division) that show that relationship.
7÷6=42
6÷7=42
42x7=6
42x6=7
42 is 7 times greater than 6
42 is 6 times greater than 7
42÷6=7
42÷7=6
6x7=42
7x6=42
7 is 6 times greater than 42
6 is 7 times greater than 42
Josh says 54 is 9 times greater than 6. Write 4 related equations (2 multiplication and 2 division) that show that relationship.
6x9=54
9x6=54
54÷9=6
54÷6=9
6+6+6+6+6+6+6+6+6=54
9+9+9+9+9+9=54
54 is 9 times greater than 6
54 is 6 times greater than 9
54=9x6
Decompose into unit fractions using repeated addition: 3/4
(a)
Decompose into unit fractions using repeated addition: 5/7
NO SPACES
(a)
40 is 5 times greater than 8. Write 4 related equations (2 multiplication and 2 division) that show that relationship.
40x5=8
5x8=40
40x8=5
40x5=8
40÷5=8
5÷8=40
40÷8=5
40÷5=8
5÷8=40
8÷5=40
40x8=5
40x5=8
5x8=40
8x5=40
40÷8=5
40÷5=8
Decompose into unit fractions using repeated addition: 4/5
NO SPACES
(a)
Decompose into unit fractions using repeated addition: 6/10
NO SPACES
(a)
Decompose into unit fractions using repeated addition. 4/9
NO SPACES
(a)
Decompose into unit fractions using repeated addition.
3/8
(a)
Compare the product to each of the factors. 4 x 7= 28
4 is 7 times greater than 4
28 is 7 times greater than 4
28 is 4 times greater than 7
28 is 7 times greater than 4
4 is 7 times greater than 28
7 is 4 times greater than 28
7 is 28 times greater than 4
4 is 28 times greater than 7
Decompose into unit fractions using repeated addition. 7/10
NO SPACES
(a)
Decompose into unit fractions using repeated addition. 5/9
NO SPACES
(a)
Compare the product to each of the factors. 3 × 4 = 12
3 is 4 times greater than 12
4 is 3 times greater than 12
4 is 3 times greater than 12
12 is 3 times greater than 4
12 is 3 times greater than 4
12 is 4 times greater than 3
3 is 12 times greater than 4
4 is 12 times greater than 3
Compare the product to each of the factors. 8 x 3= 24
choose 2
24 is 8 times greater than 3
8 is 3 times greater than 24
24 is 3 times less than 8
24 is 3 times greater than 8
Complete
(a)
Complete
(a)
Complete
(a)
Complete
(a)
Compare the product to each of the factors. 9 x 5= 45
CHOOSE 2
9 is 5 times greater than 45
45 is 5 times greater than 9
5 is 9 times greater than 45
45 is 9 times greater than 5
Complete
(a)
Complete
(a)
Complete
(a)
Complete
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Complete:
(a)
Think about the numbers 4 and 5. What is their sum, their product, and their difference? Sum: (a)
Think about the numbers 4 and 5. What is their sum, their product, and their difference? Product: (a)
Think about the numbers 4 and 5. What is their sum, their product, and their difference? Difference: (a)
Think about the numbers 3 and 7. What is their sum, their product, and their difference? Sum: (a)
Think about the numbers 3 and 7. What is their sum, their product, and their difference? Product: (a)
Think about the numbers 3 and 7. What is their sum, their product, and their difference? Difference: (a)
Think about the numbers 7 and 8. What is their sum, their product, and their difference? Sum: (a)
Think about the numbers 7 and 8. What is their sum, their product, and their difference? Product: (a)
Think about the numbers 7 and 8. What is their sum, their product, and their difference? Difference: (a)
Think about the numbers 9 and 4. What is their sum, their product, and their difference? Sum: (a)
Think about the numbers 9 and 4. What is their sum, their product, and their difference? Product: (a)
Think about the numbers 9 and 4. What is their sum, their product, and their difference? Difference: (a)
complete
(a)
What is the measure of the angle shown by the arc?
(a)
What is the measure of the angle shown by the arc?
(a)
Compare. Use <, >, or =. 4,283 (a) 5,283
Compare. Use <, >, or =. 3,841 (a) 3,841
Compare. Use <, >, or =. 4,617 (a) 4,599
What is the measure of the angle shown by the arc?
(a)
Compare. Use <, >, or =. 26,471 (a) 26,473
Compare. Use <, >, or =. 1,091 (a) 1,280
Compare. Use <, >, or =. 3,215 (a) 3,215
Compare. Use <, >, or =. 984 (a) 1,026
Compare. Use <, >, or =. 6,215 (a) 6,315
Compare. Use <, >, or =. 42,854 (a) 42,933
Compare. Use <, >, or =. 16,254 (a) 16,542
Compare. Use <, >, or =. 385 (a) 386
Compare. Use <, >, or =. 5,057 (a) 5,048
Decompose into repeated addition 2 different ways using equations. 5 × 3 = 15
5 + 5 + 5 = 15
3 + 3 + 3 + 3 + 3 = 15
5 + 5 + 5 + 5 + 5 = 25
3+3+5=15
3 + 3 + 3 + 3 = 12
5+5+3=13
5 + 5 + 5 + 5 = 15
3+3+3= 15
Decompose into repeated addition 2 different ways using equations. 4 × 6 = 24
4 + 4 + 4 =24
6+6+6+4=24
6 + 6 + 6 + 6 + 6 = 24
4+4+4+4=24
4 + 4 + 4 + 4 + 4 = 24
6+6+6=24
4 + 4 + 4 + 4 + 4 + 4 = 24
6 + 6 + 6 + 6 = 24
Write how many times greater it is.
2,000 20
(a) times greater
Write how many times greater it is.
500 500,000
(a) times greater
Write how many times greater it is.
60 6,000
(a) times greater
Write how many times greater it is.
3,000 3
(a) times greater
Write how many times greater it is.
90 900,000
(a) times greater
Write how many times greater it is.
600,000 600
(a) times greater
Write how many times greater it is.
70,000 700
(a) times greater
Write how many times greater it is.
500 5,000
(a) times greater
Decompose the same fraction into smaller fractions two different ways. 7/8
3/8 + 4/8
1/8 + 6/8
1/8+6/8
9/8+2/8
3/4+4/4
2/4+5/4
1/8+1/8+1/8+1/8+1/8+
1/8+1/8
Find the difference.
(a)
Find the difference.
(a)
Decompose the same fraction into smaller fractions two different ways. 6/10
3/10 + 3/10
1/10 + 5/10
3/5+3/5
1/5+5/5
1/10+1/10+1/10+1/10+
1/10+1/10
1/10+5/10
4/10+3/10
Find the difference.
(a)
Find the difference.
(a)
Find the difference.
(a)
Find the difference.
(a)
Find the difference.
(a)
Find the difference.
(a)
23 × 45
(a)
34 × 15
(a)
25 x 53
(a)
43 x 35
(a)
Write how many times less it is.
500 5,000
(a)
Write how many times less it is.
70,000 70
(a)
Write how many times less it is.
30,000 300
(a)
Write how many times less it is.
40 400
(a)
Write how many times less it is.
80,000 800
(a)
Write how many times less it is.
600,000 600
(a)
Compare
<
>
=
<
>
=
Compare
<
=
>
<
>
=
<
>
=
Express as a Multiple of a unit fraction
2 x 1/5
1/5+1/5
1/3+1/2
Express as a Multiple of a Unit fraction
7 x 1/4
1/4+1/4+1/4+1/4+1/4+1/4+1/4
3/4+4/4
Express as a Multiple of a Unit fraction
3 x 1/8
1/8+1/8+1/8
1/8+2/8
Express as a Multiple of a Unit Fraction
3/2+2/2
5 x 1/2
1/2+1/2+1/2+1/2+1/2
Express as a Multiple of a Unit Fraction
3/5+5/5
1/5+1/5+1/5+1/5+1/5+1/5+1/5+1/5
8 X 1/5
Express as a Multiple of a Unit Fraction
1/6+4/6
5 X 1/6
1/6+1/6+1/6+1/6+1/6
Rewrite each fraction as a mixed number.
(a)
Rewrite each fraction as a mixed number
(a)
Rewrite each fraction as a mixed number
(a)
Rewrite each fraction as a mixed number
(a)
Rewrite each fraction as a mixed number
(a)
Rewrite each fraction as a mixed number
(a)
Rewrite each fraction as a mixed number
(a)
What is the difference?
26,184 17,502
(a)
What is the difference?
37,591 41,248
(a)
What is the difference?
54,909 72,415
(a)
What is the difference?
84,250 63,486
(a)
Which term describes this picture?
Point
Line
Line Segment
Ray
(The whole thing, not just the points)
(The whole thing, not just the points)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Write each decimal as a fraction or mixed number
(a)
Round 22,648 to the nearest hundreds place.
(a)
Round 2,421 to the nearest tens place.
(a)
Round 296 to the nearest tens place
(a)
Round 12,658 to the tens place.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Write each fraction as a decimal.
(a)
Name all the factors of 12.
1,2,3,6,12
1,2,6,12
2,6
1,2,3,4,6,12
Name all the factors of 4.
2
1,2,4
1,4
2,2
5 x 2/4
(a)
2/3 x 6 =
(a)
Multiply. 5 x 1/8 =
(a)
Multiply : 5 x 6/8 =
(a)
5 × 62
(a)
(a)
(a)
(a)
(a)
Rewrite each Mixed number to an improper fraction
Rewrite each Mixed number to an improper fraction
22/5
12/2
22/2
Rewrite each Mixed number to an improper fraction
(a)
Rewrite each Mixed number to an improper fraction
(a)
Rewrite each Mixed number to an improper fraction
(a)
Rewrite each Mixed number to an improper fraction
(a)
Convert 1106 to an improper fraction.
(a)
Convert this mixed number to an improper fraction.
(a)
3 yds = (a) Ft
600 cm = (a) m
1 foot = (a) inches
1 yard = (a) feet
How many minutes are in an hour?
(a)
How many centimeters are in a meter?
(a)
2 51+3 52 Find the Sum
(a)
2 53+3 54 Find the sum
(a)
5 73 + 3 72 = Find the Sum
(a)
12 31+ 4 31 Find the sum
(a)
Which drawing below is a right triangle?
Which triangle is a right triangle?
Green
Blue
Red
Which triangle is a right triangle?
Green
Blue
Red
Solve
(a)
Solve
(a)
81 + 85
(a)
Which list is only composite numbers?
1, 3, 4
3, 4, 6
4, 6, 8
5, 6, 8
Is 33 a prime or composite number?
Prime
Composite
Choose the symbol that makes the statement below true.
0.85______0.82
>
<
=
Which symbol makes the statement below true?
0.45 ___________ 0.54
>
<
=
Use place value to compare. Write <, >, or =.
<
>
=
Use place value to compare. Write <, >, or =.
<
>
=
Use place value to compare. Write <, >, or =.
<
>
=
1,056÷6=
(a)
1,533÷7=
(a)
1,472÷4=
(a)
4,729÷8=
591 R 2
591 R 1
597 R 1
579 R 3
1793÷4=
448 R 2
447 R 3
448 R 1
443 R 3
6,835 ÷ 5 =
1,267 R1
1,367 R8
167 R3
1,367
