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Solve for x: Log base 10 (x) / Log base 10 (2) = 4
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x=16
Does 4 become log base 10 (10000)?
How did you get 16?
2^4 = 16
\[\huge\color{blue}{ \frac{\log _{10} x }{\log _{10} 2} =4 } \]\[\huge\color{blue}{ \log _{2} x =4 } \]\[\huge\color{blue}{ \log _{2} x =4 } ~~~~~~->~~~~~x=2^4\]
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How did it change from base 10 to base 2?
What is the rule?
I used a formula. \[\huge\color{blue}{ \frac{Log_{10}b}{Log_{10}a} = Log _{a} b } \]
Thanks for explaining it to me. I get it now
yw
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