Question

The sum of three consecutive even integers if the largest is y

Answer 1

The sum of three consecutive even integers where the largest is y can be calculated as 3y - 6.

Step-by-step explanation:

The question involves finding the sum of three consecutive even integers where the largest integer is represented by y. If y is the largest even integer, then the second-largest would be y - 2, and the smallest would be y - 4, as even integers differ by 2. Therefore, the sum of these three consecutive even integers can be calculated as follows:

y + (y - 2) + (y - 4) = 3y - 6.

The equation simplifies the problem and provides the combined value of all three integers when the largest integer is known as y.

Answer 2

Answer: 3y-3

Step-by-step explanation: Largest is y. They are consecutive so the 2nd and 3rd and y-1 and y-2. So, the sum is y+y-1+y-2 which is 3y -3.