How do you rewrite y^x = 218/157 yx=218157 in logarithmic form?

1 Answer
Jan 5, 2018

log_y(218/157) = xlogy(218157)=x

Explanation:

We can convert from exponential to logs using this idea:

a^b=c\rightarrow log_a(c) = bab=cloga(c)=b

So given y^x=218/157yx=218157 we can convert to logs:

log_y(218/157) = xlogy(218157)=x