Let the smallest number = n
Short Answer: 31 32 33
Let the second number = n + 1
Let the 3rd number = n + 2
Let the sum = s
s = 96
s = n + n + 1 + n + 2 Collect like terms.
s = 3n + 3
96 = 3n + 3 Subtract 3 from both sides
96 - 3 = 3n Collect like terms on the left
93 = 3n Divide by 3
93/3 = n
n = 31
So the 3 consecutive numbers are
31 , 32, 33
