Don't pay any attention to this, test for my own sake, and for my cousins help...

*Find 3 consecutive even integers such that the square of the largest number is 124 more than the square of the second largest number.*

**Let your 3 numbers equal X, X+2 and X+4 (because of the even integer boundary)**

So, According to the problem, <largest number squared> <second number squared>

**Expand:**

**Simplify both sides of the equations by removing the integers (+16 and -4 to the 124):**

**Take -112 to the right side to become positive:**

**Minus and solve for x:**

add original formulas to get the final 3 even integers of **28, 30, and 32!**