If a, b and c are three consecutive multiples of 5 then,
a + b + c = 15
b = a + 5
c = b + 5
a = c - 10
The consecutive multiples of 5 differ by 5.
So, b=a+5
and c=b+5
⇒c=a+5+5
⇒c=a+10
⇒a=c−10
Given that a, b and c are three consecutive multiples of 5. Choose the correct option.
Given that a, b and c are three consecutive multiples of 5('a' being the smallest). Choose the correct option.