Asked by kajal
How to solve this (20)^3/2.
Answers
Answered by
Arora
In the case of a fractional exponent, the numerator is treated as usual, the number is raised to that power.
Then, the denominator is taken as the radical.
In this case,
First, you take 20 to the third power (numerator = 3), 8000
Then, you take the square root (denominator = 2) of 8000
= √8000
= 10√80
= 20√20
= 40√5
Then, the denominator is taken as the radical.
In this case,
First, you take 20 to the third power (numerator = 3), 8000
Then, you take the square root (denominator = 2) of 8000
= √8000
= 10√80
= 20√20
= 40√5
Answered by
Steve
x^(3/2) = x^(1 + 1/2) = x * x^(1/2) = x√x
so,
20^(3/2) = 20√20 = 40√5
so,
20^(3/2) = 20√20 = 40√5
Answered by
kanchan
Thank you very much to you both.
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