What is the largest integer n such that
n2- 38/n + 1
is an integer?	Pick:
A) 36 B) 38 C) 72 D) 76 E) None of these
Doing the long division algebraically, we get a quotient of n-1 with a remainder of   -37. In order for the division to give an integer, n+1 must divide -37 evenly. So n+1 = 37,   and n = 36.   correct answer 36
<result>A</result>
What is the largest integer n such that
n2- 38/n + 1
is an integer?