((1^m)/(5^m))((1^17)/(4^17)) = 1/(2(10)^33)
What is m? Pick.
A) 17 B) 18 C) 34 D) 35 E) 33
((1^m)/(5^m))((1^17)/(4^17)) = 1/(2(10)^33)   ((1/5)^m ) * ((1/2)^34) = 1/ (2 * (2*5)^33))   2^36 will cancel out,since 1 can be written as 1^35 ,So (1/5)^m= (1/5)^33   ((1/5)^m ) * ((1/2)^34) = 1/[(2^34)*(5^33)]   So, m=33   Answer 33
<result>E</result>
((1^m)/(5^m))((1^17)/(4^17)) = 1/(2(10)^33)
What is m?