Question

log24

Answer 1

Clarify what it is:
\[\Large \log_2 4\]
\[\Large \log 24\]

And asking a question will help. log24 is not a question.

Answer 2

its the first one

Answer 3

First change the 4 into 2^2\[\Large \log_2 4 = \log_2 2^2\]
Then use this log rule\[\Large \log a^b = b \log a\]essntially you bring down the exponent in front of the log:
\[\Large2 \log_2 2\]

Now use this rule to finish \[\Large \log_a a = 1\]

Answer 4

if it is log24 then wt will b the result

Answer 5

The result will be what a calculator tells you.

Answer 6

i wanna know the procedure

Answer 7

Of how to evaluate log24 by hand? Trial and error i guess...

Answer 8

~π