find the cubic polynomial with zeros Alpha beta and gamma
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Step-by-step explanation:
let gamma is ¥
Given, zeros Alpha beta and gamma
x = α , x = β , x = ¥
=> polynomial is (x - α ) ( x - β ) ( x - ¥ )
= ( x² - αx - βx + αβ ) ( x - ¥ )
= x³ - αx² - βx² + αβx - ¥x² + α¥x + β¥x - αβ¥
= x³ - (α+β+¥) x² + (αβ+β¥+¥α) x - αβ¥
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