Question

hartnn help

Answer 1

783 with a exponent of 9

Answer 2

you mean
\(9^x =783\)
and you need to find 'x'
?

does this question belong to logarithm topic ?

Answer 3

yes

Answer 4

783 with a exponent of 9 can also be written as
\(783^9\)
but thats highly unlikely

\(for, ~~9^x = 783 \)
Take logarithm on both sides

Answer 5

and use the log property that
\(\large \log a^b =b \log a\)

Answer 6

ok I got it thanks

Answer 7

\(then, ~~ \log 9^x = x \log 9\)
and isolate x

Answer 8

welcome ^_^