Question

If(2^5x*2^4)/8=64, find the value of x.

Answer 1

Answer:

x=1

Step-by-step explanation:

=>$2^{5x} * 2^{4}/8=64$

=>$2^{5x+4}/2^{3}=2^{6}$

=>$2^{5x+4-3}=2^{6}$

=>$2^{5x+1}=2^{6}$

Comparing the bases,

5x+1=6

=>5x=5

   x=1