Question

(11^-4)^-6=11 "Enter the answer."
This is how the question was written, if anyone gives correct information and explains it for me, they will receive a medal

Answer 1

it must be like this ig-\[(11^\left( -4 \right))^\left( -6 \right)=11^x\]

?

Answer 2

if that is the case then we can apply this law to get the answer-

\[(x^a)^b =x^\left( a \times b \right)\]

Answer 3

so we have-
\[(11^\left( -4) \right))^\left( -6 \right) =11^\left( -4 \times -6 \right)\] \[=11^\left( 24 \right)\]

so \[11^\left( 24 \right)=11^x\]
x=24

Answer 4

ty @imqwerty