Math, asked by stylishrakesh99, 9 months ago

value of log 2√3 1728 is ​

Answers

Answered by bharatsati
3

Answer:

5

Down vote

Accepted

It might have been easier if you tried manipulating the right hand side instead.

(23–√)y=1728

(23)y=1728

(23–√)y=26×33

(23)y=26×33

(23–√)y=26×3–√6=(23–√)6

(23)y=26×36=(23)6

Alternatively, you could have changed the base of the logarithm.

log23√1728=log1728log23–√=6log2+3log3log2+12log3=6(log2+12log3)log2+12log3

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