Question

if log(m+n)= log m +log n show that m=n/n+1

Answer 1

Answer:

log(m+n) = log m + log n

log (m+n)-log n= log m

log m+n/n= log m

m+n/n=m

m+n/m= n

1+n/m =n

n/m= n-1

m=n/n-1

this is your answer ✔️✔️

Answer 2

$\huge \mathfrak \pink{Answer}$

$\Large\boxed{log(m+n)=logm+logn}$

$log(m+n) - logn = logm\\log(\frac{m+n}{n})=logm\\(\frac{m+n}{m})=n\\1+(\frac{n}{m})=n\\(\frac{n}{m})=n-1$

$\Large\boxed{m=(\frac{n}{n-1})}$

hope this helps uh☺️

___________________________