SOLUTION: log 318 = 8.5024, log x = 8.5024 - 10; then x = ? What is the solution here?

SOLUTION: log 318 = 8.5024, log x = 8.5024 - 10; then x = ? What is the solution here?

Algebra.Com

Question 761910: log 318 = 8.5024, log x = 8.5024 - 10; then x = ? What is the solution here?
Answer by tommyt3rd(5050) (Show Source): You can put this solution on YOUR website!
log x = 8.5024 - 10
log x = -1.4976
10^log x =10^* -1.4976)
x= 0.031798
:)
RELATED QUESTIONS
what is the height of a cyliner that has a volume of 5024 and the diameter of 16 (answered by mananth)

Log (x+1)-Log (x+2)=Log (x+7)-Log (x+8) help!, What is x. (answered by longjonsilver)

Why x = 7 is not a solution to the equation: {{{log(10,(x+3)(x-8)) +... (answered by josgarithmetic,Theo)

Thank you for helping me with the solution to the following problem. Our solutions do... (answered by funmath,josmiceli)

If log(base 2) (1/4)=log(base 8) x, what is the value of x? (answered by Alan3354)

\(\log _{8}(x+2)-\log _{8}(x)=\log _{8}(30)\) (answered by ikleyn,Theo)

Solve log(x + 8) = 1 + log(x -... (answered by MathLover1)

If log 8 x = -n, then x is equal... (answered by ikleyn)

Solve the equation {{{log(16,(x))+log(8,(x))+log(4,(x))+log(2,(x))=6}}} (answered by jim_thompson5910)