Question

pls help

Answer 1

Ok I got you

Answer 2

Nothing further can be done

Answer 3

its the same

Answer 4

why

Answer 5

it needs to be written in exponential form

Answer 6

\[10^{x+3}=8\]

Answer 7

how u got that

Answer 8

8 -- 3 to get x

Answer 9

sorry divied

Answer 10

Use the definition of a logarithm,
logb(x)=y⟹ by=x, to convert from the logarithmic form to the exponential form.
83=x

Answer 11

\[10^{x}=a\]
take log of both sides
\[\log(10^{x})=\log a \]
xlog(10)=log a
log 10=1
log a=x

Answer 12

There's no choices right
you have to write/type it?

Answer 13

why did you close it???

Answer 14

\[10^x \times 10^3=8,1000 \times 10^x=8,10^x=\frac{ 8 }{ 1000}\]