Question

PLEASE HELP ME

Answer 1

Answer:

$(11)^{3}=1331$

Step-by-step explanation:

The given expression is

$log_{11}(1331)=3$

To find the exponential form, we need the following property

$log_{a}M=b \implies a^{b}=M$

So, if we apply this property, we have

$log_{11}(1331)=3 \implies (11)^{3}=1331$

Which is completely true.

Therefore, the exponential form of the given logarithm is

$(11)^{3}=1331$

Answer 2

log 11 (1331) =3

11^3 = 1331