if the zeros of polynomials 2x^2-3x+alpha and ax^2 -6x+Gama are same then alpha a/ Gama
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Answer:
α+β=−1,αβ=2,γ+δ=−3,γδ=4
Now, (α+γ)(α+δ)(β+γ)(β+δ)
=(α
2
+(−3)α+4)(β
2
−3β+4)
=(−α−2−3α+4)(−β−2−3β+4)
=(−4α+2)(−4β+2)
=4(2α−1)(2β−1)
=4(4αβ−2α−2β+1)
=4(8+2+1)=44
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