alpha^2+beta^2 identity
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Explanation:
alpha^2+beta^2=(alpha+beta)(alpha beta)
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Answer:
`alpha^2 + beta^2 = (alpha + beta)^2 - 2alpha beta`
Explanation:
α2+β2=(α+β)2−2αβ
Since (a+b)2(α+β)2(α+β)2−2αβ
∴α2+β2=a2+2ab+b2,
=α2+2αβ+β2
=α2+β2
=(α+β)2−2αβ
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