Square root and cube root
- Given that √4096 = 64, the value of √4096 + √40.96 + √.004096 is ?
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√4096 + √40.96 + √.004096
= √4096 + √4096/100 + √4096/1000000
=√4096 + √4096/10 + √4096/1000Correct Option: B
√4096 + √40.96 + √.004096
= √4096 + √4096/100 + √4096/1000000
=√4096 + √4096/10 + √4096/1000
= 64 + 64/10 + 64/1000
= 70.464
- √.04
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√.04 = √4/100
Correct Option: B
√.04 = √4/100
= 2/10
= 0.2
- √288 / √128
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√288 / √128 = √9/4
Correct Option: C
√288 / √128 = √9/4
= 3/2
- √10 x √15 ?
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√10 x √15
= √10 x 15
= √150
= √25 x 6
= √25 x √6Correct Option: A
√10 x √15
= √10 x 15
= √150
= √25 x 6
= √25 x √6
= 5√6
- √ ? / 200 = 0.02 ?
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Let √x / 200 = 0.02
Then, √x = 200 x 0.02 = 4.Correct Option: C
Let √x / 200 = 0.02
Then, √x = 200 x 0.02 = 4.
So, x = 16