Question

Can someone walk me through:
6^(2x)=3 square root of 36

Answer 1

ok

Answer 2

\[6^{2x}=\sqrt[3]{36}\]

Answer 3

ln(x^b) = b* ln(x)

Answer 4

is this is the Q?

Answer 5

anyway take the (ln) for both side\[\ln(6^{2x})=\ln(\sqrt[3]{36})\]

Answer 6

\[2x \ln(6)=\ln(\sqrt[3]{36)}\]
\[x=\frac{ \ln(\sqrt[3]{36} )}{ 2\ln(6)}\]

Answer 7

\[5(2^{2x})+17(2^{x})=-6\]