When the least common multiple of two positive integers is divided by their greatest common divisor, the result is 33. If one integer is 45, what is the smallest possible value of the other integer?
LCM [ 165, 45] = 495
GCD [ 165, 45] = 15
495 / 15 = 33
How did you get 165?
lcm(33, 45)/gcd(33, 45)=495/3=165
thanks
+586 
