Answer :
False. That is not how properties of logs works. log(xy)=logx+logy, not log(x+y)=logx+logy.
log(x + y) - logx = logx
By laws of logarithm, logA - logB = log(A/B)
log(x + y) - logx = log((x +y)/x)
log((x +y)/x) is not equal to log x.
So the statement:
log(x + y) - logx = logx is False.
Hope this helps.
By laws of logarithm, logA - logB = log(A/B)
log(x + y) - logx = log((x +y)/x)
log((x +y)/x) is not equal to log x.
So the statement:
log(x + y) - logx = logx is False.
Hope this helps.