# Spectrum Math Grade 3 Chapter 5 Lesson 6 Answer Key Division and Multiplication Practice

Students can use the Spectrum Math Grade 3 Answer Key Chapter 5 Lesson 5.6 Division and Multiplication Practice as a quick guide to resolve any of their doubts.

## Spectrum Math Grade 3 Chapter 5 Lesson 5.6 Division and Multiplication Practice Answers Key

Divide or Multiply.

Question 1.
a.

Answer: The quotient value is 2.
Explanation: Given the value is 3âˆš6,
Now, we will find the quotient value of the given value.
So, the value is 3âˆš6,
i.e., 6/3

Therefore, the quotient value is 2.

Answer: The quotient value is 2.
Explanation: Given the value is 9âˆš18,
Now, we will find the quotient value of the given value.
So, the value is 9âˆš18,
i.e., 18/9

So, the quotient value is 2.

c.

Answer: The quotient value is 9.
Explanation: Given the value is 4âˆš36,
Now, we will find the quotient value of the given value.
So, the value is 4âˆš36,
i.e., 36/4

Thus, the quotient value is 9.

d.

Answer: The quotient value is 9.
Explanation: Given the value is 6âˆš54,
Now, we will find the quotient value of the given value.
So, the value is 6âˆš54,
i.e., 54/6

Hence, after division the quotient value is 9.

e.

Answer: The quotient value is 9.
Explanation: Given the value is 3âˆš27,
Now, we will find the quotient value.
So, the value is 3âˆš27,
i.e., 27/3

Hence, the quotient of the given value is 9.

f.

Answer: The quotient value is 2.
Explanation: Given the value is 2âˆš4,
Now, we will find the quotient value.
So, the value is 2âˆš4,
i.e., 4/2

Therefore, the quotient value is 2.

Question 2.
a.

Answer: The quotient value is 40.
Explanation: Given the value is 8âˆš40,
Now, we will find the quotient value.
So, the value is 8âˆš40,
i.e., 40/8

Hence, the quotient value is 5.

b.

Answer: The quotient value is 6.
Explanation: Given the value is 3âˆš18,
Now, we will find the quotient value.
So, the value is 3âˆš18,
i.e., 18/3

Thus, the quotient value is 6.

c.

Answer: The quotient value is 3.
Explanation: Given the value is 2âˆš6,
Now, we will find the value of the given value.
So, the value is 2âˆš6,
i.e., 6/2

Therefore, after division, the quotient value is 3.

d.

Answer: The quotient value is 3.
Explanation: Given the value is 3âˆš9,
Now, we will find the quotient value.
So, the value is 3âˆš9,
i.e., 9/3

Hence, the quotient value is 3.

e.

Answer: The quotient value is 8.
Explanation: Given the value is 2âˆš16,
Now, we will find the quotient value.
So, the value is 2âˆš16,
i.e., 16/2

Thus, the quotient value is 8.

f.

Answer: The quotient value is 4.
Explanation: Given the value is 5âˆš20,
Now, we will find the value of the quotient.
So, the value is 5âˆš20,
i.e., 20/5

Hence, the quotient value is 4.

Question 3.
a.

Answer: The quotient value is 8.
Explanation: Given the value is 4âˆš32,
Now, we will find the value of the given value.
So, the value is 4âˆš32,
i.e., 32/4

Therefore, the quotient value is 8.

b.

Answer: The quotient value is 3.
Explanation: Given the value is 9âˆš27,
Now, we will find the quotient value.
So, the value is 9âˆš27,
i.e.,27/9

Thus, the quotient value is 3.

c.

Answer: The quotient value is 4.
Explanation: Given the value is 2âˆš8,
Now, we need to find out the quotient value.
So, the value is 2âˆš8,
i.e., 8/2

Hence, the quotient value is 4.

d.

Answer: The quotient value is 7.
Explanation: Given the value is 1âˆš7,
Now, we will find the value of the given value.
So, the value is 1âˆš7,
i.e., 7/1

Therefore the quotient value is 7.

e.

Answer: The quotient value is 1.
Explanation: Given the value is 5âˆš5,
Now, we will find the quotient value.
So, the value is 5âˆš5,
i.e., 5/5

Therefore, the quotient value is 1.

f.

Answer: The quotient value is 6.
Explanation: Given the value is 9âˆš54,
Now, we will find the value of the quotient.
So, the value is 9âˆš54,
i.e., 54/9

Thus, the quotient value is 6.

Question 4.
a.

Answer: The quotient value is 6.
Explanation: Given the value is 7âˆš42,
Now, we will find the quotient value.
So, the value is 7âˆš42,
i.e., 42/7

Hence, after division the quotient value is 6.

b.

Explanation: Given the value is 6âˆš12,
Now, we will find the value of the given value.
So, the value is 6âˆš12,
i.e., 12/6

Thus, the quotient value is 2.

c.

Answer: The quotient of given values is 9.
Explanation: Given the value is 9âˆš81,
Now, we need to find the quotient value.
So, the value is 9âˆš81,
i.e., 81/9

After division, the quotient value is 9.

d.

Answer: The quotient value is 1.
Explanation: Given the value is 4âˆš4,
Now, we will find the value of the quotient.
So, the value is 4âˆš4,
i.e., 4/4

Therefore, the given value quotient is 1.

e.

Explanation: Given the value is 6âˆš24,
Now, we will find the quotient of the given value.
So, the value is 6âˆš24,
i.e., 24/6

Hence, the quotient is 4.

f.

Answer: The quotient value is 5.
Explanation: Given the value is 2âˆš10,
Now, we will find the quotient.
So, the value is 2âˆš10,
i.e., 10/2

Therefore, the quotient value is 5.

Question 5.
a.

Explanation: Given the values are 50, 2
Now, we will find out the product value.
So, the values are 50, 2
i.e., 50 x 2

Hence, the given values product value is 100.

b.

Explanation: Given the values are 30, 2
Now, we will find the product value.
So, the values are 30, 2
i.e., 30 x 2

Hence, the final product value is 60.

c.

Explanation: Given the values are 40, 8
Now, we will find the product value of the given values.
So, the values are 40, 8
i.e., 40 x 8

Thus, the product of 40 and 8 is 320.

d.

Explanation: Given the values are 20, 1
Now, we will find out the product value.
So, the values are 20, 1
i.e., 20 x 1

Hence, the final product value is 20.

e.

Explanation: Given the values are 10, 5
Now, we will find out the product value.
So, the values are 10, 5
i.e., 10 x 5

Therefore, the product of 10 and 5 is 50.

f.

Explanation: Given the values are 10, 5
Now, we will find out the product value.
So, the values are 10, 5
i.e., 10 x 5

Thus, the product value of 10 and 5 is 50.

Question 6.
a.

Explanation: Given the values are 7, 6
Now, we will find the product value.
So, the values are 7, 6
i.e., 7 x 6

Hence, the product of 7 and 6 is 42.

b.

Explanation: Given the values are 60, 5
Now, we will find out the product value.
So, the values are 60, 5
i.e., 60 x 5

Thus, the product of 60 and 5 is 300.

c.

Explanation: Given the values are 80, 5
Now, we will find out the product value.
So, the values are 80, 5
i.e., 80 x 5

Therefore, the final value product is 400.

d.

Explanation: Given the values are 30, 3
Now, we have to find the product value.
So, the values are 30, 3
i.e., 30 x 3

Thus, the product of the given value is 90.

e.

Explanation: Given the values are 70, 4
Now, we will find out the product value.
So, the values are 70, 4
i.e., 70 x 4

Therefore, the product of 70 and 4 is 280.

f.

Explanation: Given the values are 40, 2
Now, we will find the product value.
So, the values are 40, 2
i.e., 40 x 2

Hence, the product of 40 and 2 is 80.

Question 7.
a.

Explanation: Given the values are 10, 6
Now, we will find out the product value.
So, the values are 10, 6
i.e., 10 x 6

Thus, the product value is 60.

b.

Explanation: Given the values are 10, 7
Now, we will find out the product value.
So, the values are 10, 7
i.e., 10 x 7

Hence, the product of the given values is 70.

c.

Explanation: Given the values are 70, 5
Now, we will find out the product value.
So, the values are 70, 5
i.e., 70 x 5

Hence, the product of the given values is 350.

d.

Explanation: Given the values are 60, 8
Now, we will find the product value of the given values.
So, the values are 60, 8
i.e., 60 x 8

Therefore, the final product value is 480.

e.

Explanation: Given the values are 90, 2
Now, we need to find the product value.
So, the values are 90, 2
i.e., 90 x 2

Thus, the product of the given values is 180.

f.

Explanation: Given the values are 9, 2
Now, we will find out the product value.
So, the values are 9, 2
i.e., 9 x 2

Thus, the product of 9 and 2 is 18.

Question 8.
a.

Explanation: Given the values are 50, 8
Now, we will find out the product value.
So, the values are 50, 8
i.e., 50 x 8

Hence, the product value is 400.

b.

Explanation: Given the values are 40, 7
Now, we need to find out the product value.
So, the values are 40, 7
i.e., 40 x 7

Therefore, the product of 40 and 7 is 280.

c.

Explanation: Given the values are 20, 7
Now, we will find out the product value.
So, the values are 20, 7
i.e., 20 x 7

Thus, the given values product value is 140.

d.

Explanation: Given the values are 80 and 2,
Now, we will find the product value.
So, the values are 80, 2
i.e., 80 x 2

Therefore, the product value of 80 and 2 is 160.

e.

Explanation: Given the values are 40, 5
Now, we will find out the product value.
So, the values are 40, 5
i.e., 40 x 5

Hence, the product of 40 and 5 is 200.

f.

Explanation: Given the values are 30, 9
Now, we will find out the product value.
So, the values are 30, 9
i.e., 30 x 9

Therefore, the given values product value is 270.

Scroll to Top
Scroll to Top