Question

X to the -12 power=117 in logarithmic form?

Answer 1

Answer:

$\log x =\frac{\log 117}{-12}$ this should be what youre asking

Step-by-step explanation:

• this is it

• $x^{-12} =117\\ \log x^{-12} =\log 117\\ -12\log x=\log 117\\\log x =\frac{\log 117}{-12}$
• if you want the answer
• $\log x =\frac{\log 117}{-12}\\x =10^{\frac{\log 117}{-12}}\\x=0.6724363439$