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The sum of the squares of two consecutive negative even interferes is equal to 100. Find the two integers.

The sum of the squares of two consecutive negative even interferes is equal to 100. Find the two integers.
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The sum of the squares of two consecutive negative even interferes is equal to 100. Find the two integers.

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User Steven Benitez
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1 Answer

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n^2+(n+2)^2=100\iff 2n^2+4n-96=2(n+8)(n-6)=0

\implies n=-8,n+2=-10
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User Sverrisson
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