Question

Find four consecutive integers whose sum is 114.

Answer 1

The first integer let's call A
The one after that is A+1, then A+2, then A+3... with me so far?

Answer 2

yes :)

Answer 3

Therefore A + A + 1 + A + 2 + A + 3 = 114 can you go from there?

Answer 4

I can try yes

Answer 5

okay tell me what you get.

Answer 6

well I added 1+2+3

Answer 7

and got 6

Answer 8

okay good. when you add the A's together you should get 4A + 6 = 114. Solve A.

Answer 9

here... \[A + A + 1 + A + 2 + A + 3 = 114\] \[4A = 108\]\[A = 108\div4 = 27\] A2 = A + 1. A3 = A + 2 A4 = A+3 so what is your final answer?