if alpha and beta are the roots of the equations sin^2x + psinx + q = 0 and cos^2 + rcosx + s = 0 ; then value of cos(alpha- beta) is
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Consider the following equations. sin2x+psinx+q=0 and cos2x+rsinx+s=0. Since α is the root of first equation, we have sinx=αSince β is the root of second equation, we have cosx=βSo the value of cos(α-β) is given by, cos(α-β)=cosα cosβ+sinα sinβSubstitute the values to get, cos(α-β)=βα+αβ
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Answer: (p² + r² - 2)/2
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