if tan alpha and 10 beta beta roots of x square - 3 x + q is equals to zero then find cos 2 alpha + beta
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Step-by-step explanation:
x2+px+2=0
tanα and tanβ are roots of equation
tanα+tanβ=−p
tanαtanβ=q
tan(α+β)=1−tanαtanβtanα+tanβ=1−q−p=q−xp
tan(α+β)=q−1p.
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