Question

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Answer 1

What does \[\huge \log ^{a ^{b ^{b}}}\] mean

Answer 2

is it
\(\huge \log a^{b^b}\)

Answer 3

oh yes yes

Answer 4

sry

Answer 5

use the formula
\(\Large \ln x^y = y \ln x\)

Answer 6

b log a^b

Answer 7

use it once again :)

Answer 8

b^2 log a

Answer 9

infact, the exponent of a was b^b
so bring that down

Answer 10

oh i get it actually i have started learning logs so i am asking such basic questions

Answer 11

just*

Answer 12

okk..so that would actually become
\(b^b \log a\)

Answer 13

yes i get it

Answer 14

What base does log 2 have? its a general question

Answer 15

\(\Large \log ---> base = 10 \\ \Large \ln ---->base = e \\ \Large \log_2 ----> base = 2\)

Answer 16

but sometimes in calculus, log is used to represent natural log, that is log with base e

Answer 17

Okay ty!