formula for alpha+beta+Gama=
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For a cubic polynomial with its zeroes as ɑ , β and ɤ.
i.e., x³−(ɑ+β+ɤ)x²+(ɑβ+βɤ+ɑɤ)x−ɑβɤ
★The sum of zeroes :ɑ+β+ɤ=–b/a
- Sum Product of zeroes taken two at a time: ɑβ+βɤ+ɑɤ=c/a
- Product of zeroes: ɑβɤ=–d/a
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