doing such questions successfully, you must find the number' prime factors first.
if a number is a multiple of 15, it first contain factors 3 and 5 .
20=2*2*5, 60=3*2*5, so if n is a multiple of 15,n must contain factor 3. so we can know that 1) is not sufficient
n+6=3m, we only get n is a multiple of 3. but we do not know n have the factor 5, so 2) is not sufficient too.
1)+2)---we learn that n at least have two factors: 3 and 5, so n must be a multiple of 15