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ADDITION AND SUBTRACTION OF RADICALS

Total questions: 10

Worksheet time: 7mins

Name
Class
Date
1.

a)

a

b)

b

c)

c

d)

none of these

2.

x and x are\sqrt{-x}\ and\ \sqrt{x}\ are  _______.

a)

LIKE RADICALS

b)

UNLIKE RADICALS

3.

Simplify: 3252 3\sqrt{2}-5\sqrt{2\ }  


a)

222\sqrt{2}  

b)

828\sqrt{2}  

c)

22-2\sqrt{2}  

d)

82-8\sqrt{2}  

4.

4815=\sqrt[]{48}-\sqrt[]{15}=  

a)

3\sqrt[]{3}  

b)

 3-\ \sqrt[]{3}  

c)

33\sqrt[]{33}  

d)

4 3154\ \sqrt[]{3}-\sqrt[]{15}  

5.

4 7+ 3 72 7=4\ \sqrt[]{7}+\ 3\ \sqrt[]{7}-2\ \sqrt[]{7}=  

a)

9 21 9\ \sqrt[\ ]{21}  

b)

9 79\ \sqrt[]{7}  

c)

5 215\ \sqrt[]{21}  

d)

5 75\ \sqrt[]{7}  

6.

32 and 53 are3\sqrt{2\ }and\ 5\sqrt{3}\ are  _______.

a)

LIKE RADICALS

b)

UNLIKE RADICALS

7.

4 7+ 3 72 7=4\ \sqrt[]{7}+\ 3\ \sqrt[]{7}-2\ \sqrt[]{7}=  

a)

9 21 9\ \sqrt[\ ]{21}  

b)

9 79\ \sqrt[]{7}  

c)

5 215\ \sqrt[]{21}  

d)

5 75\ \sqrt[]{7}  

8.

Similar radicals are radicals whose indices and radicands are the same.

a)

True

b)

False

9.
a)

A

b)

B

c)

C

d)

D

10.
a)
7√3
b)
Can't Simplify
c)
6√15
d)
6√3