Find four consecutive even integers so that the sum of the first two added to twice the sum of the last two is equal to 772.
Choose one.
A) 120 ,122 , 124 ,126	B) 120 ,122 , 124 ,128	C) 120 ,121 , 122 ,123	D) 125 , 127 ,129, 131	E) None of these
Let x, x + 2, x + 4 and x + 6 be the four integers. The sum of the first two   x + (x + 2)   twice the sum of the last two is written as   2 ((x + 4) + (x + 6)) = 4 x + 20   sum of the first two added to twice the sum of the last two is equal to 772 is written as   x + (x + 2) + 4 x + 20 = 772   Solve for x and find all four numbers   x = 125 , x + 2 = 127 , x + 4 = 129 , x + 6 = 131   Answer 125 , 127 ,129, 131
<result>D</result>
Find four consecutive even integers so that the sum of the first two added to twice the sum of the last two is equal to 772.