Use the change of base property:

\(\log_7 9 =(\log9)/(\log7)=(\log3^2)/(B)=(2\log3)/(B)\)

\(=(2A)/(B)\)

Question

asked 2021-01-13

(A) \(y = 10(100)^x\)

(B) \(y = 10^x\)

(C) \(y=e^2x+1\)

(D) \(y = e^2\)

asked 2020-12-03

asked 2021-03-07

solve the equation \(\log(base16)(3x-1)= \log(base4)(3x)+\log(base4)0.5\)?

asked 2021-02-25

Write \(\log_3 \frac{1}{27x^{2}}\) in the form a+b \(\log_3x\) where a and b are integers