If m and n are positive integers of K such that m is a factor of n, how many positive multiples of m are less than or equal to 2n ?  Choose the correct choice.
A) 2m/n + 1	B) 2n/m + 1	C) 2n/(m+1)	D) 2m/n	E) 2n/m
Lets say N=10, M=5   2N=20. so the answer should be 4 (20/5)   lets try to plug in the answers:   A-not an integer   B-not an integer   C-not an integer   D-1 (not the answer)   E-4 - the answer. (the only one).   I would choose E.   Method 2   N=M*A (A is an integer)   So - A=N/M   therefore in 2N A will be 2N/M   Again - Answer is 2n/m.
<result>E</result>
If m and n are positive integers of K such that m is a factor of n, how many positive multiples of m are less than or equal to 2n ?