log5(∛5)(√5) = কত?

A 1

B 1/5

C 5/6

D 6/5

Solution

Correct Answer: Option C

log5(∛5)(√5)

=log5(∛5) + log5(√5) [logxy=logx+logy]

= log55 1/3    + log55 1/2

=1/3 log55 + 1/2 log55

= 1/3 +1/2

=5/6

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