Question

Find three consecutive even integers such that the sum of the squares of the first two is four less than twice the square of the third.

Step 1

Let the three consecutive even integers are n , n+2, n+4

Step 2

The sum of square of n and sqaure of n+2 is four less than twice the square of n+4

Step 3

Thus the numbers are n=-2. n+2=-2...

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