Question 1058794
Let x = log(49)


We don't know the value of x in terms of decimal form, but we don't need to know it. The original equation turns into this


x/x = x-x 


after replacing every copy of "log(49)" with "x". 


On the the left side, the x/x turns into 1 because any number (except 0) divided by itself is always 1. The right side x-x turns into 0x which is just 0. 


So x/x = x-x turns into 1 = 0 which is ALWAYS FALSE. The number 1 and the number 0 are two different numbers so they can never be equal (ie the same). 


So the final answer is FALSE