Question 290284
Hint: Recall that a multiple of 5 is in the form {{{5q}}} where 'q' is some integer (ie whole number). So "if x, y, and z are consecutive multiples of 5", then {{{x=5m}}}, {{{y=5n}}}, {{{z=5p}}} where 'm', 'n', and 'p' are integers. But we know that the multiples are consecutive. So this means that {{{n=m+1}}} and {{{p=m+2}}}. So we then get {{{x=5m}}}, {{{y=5(m+1)}}}, {{{z=5(m+2)}}}