If s is the product of the integers from 40 to 50 inclusive, and if t is the product of the integers from 40 to 51 inclusive, what is 1/s + 1/t in terms of t?
Choices
A) 32/t B) 42/t C) 52/t D) 62/t E) 72/t
Similarly in the actual problem   s =t/51. 1/s = 1/(t/51) or 1/s = 51/t   1/s + 1/t = 51/t + 1/t = 52/t   52/t
<result>C</result>
If s is the product of the integers from 40 to 50 inclusive, and if t is the product of the integers from 40 to 51 inclusive, what is 1/s + 1/t in terms of t?