If the roots of a quadratic equation m+n and (m-n) the quadratic equation will be
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the roots of the quadratic equation (m−n)x2+(n−ℓ)x+(ℓ−m)=0(m−n)x2+(n−ℓ)x+(ℓ−m)=0are equal, then show that ℓℓ, mm, nn are in AP.
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(m+n)(m-n)=m square-n square . I think it help you
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