relationship between the zeros and the coefficient of a cubic polynomial
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relationship between the zeros and the coefficient of a cubic polynomial are
sum of zeros= -b/a
sum of product of two zeros at a time = c/a
product of zeros = -d/a
sum of zeros= -b/a
sum of product of two zeros at a time = c/a
product of zeros = -d/a
Answered by
1
when there is a quadratic polynomials...
1 ) alpha + beeta = -b / a
2 ) alpha * beeta = c / a
when there is cubic polynomials....
1 ) alpha + beeta + gama = -b / a
2 ) alpha.beeta * beeta.gama * gama.alpha = -d /a
3 ) Alpha * beeta *gama = c / a......
hope it helps to you....
Please Mark it as brainliest answer if helpful to you..
1 ) alpha + beeta = -b / a
2 ) alpha * beeta = c / a
when there is cubic polynomials....
1 ) alpha + beeta + gama = -b / a
2 ) alpha.beeta * beeta.gama * gama.alpha = -d /a
3 ) Alpha * beeta *gama = c / a......
hope it helps to you....
Please Mark it as brainliest answer if helpful to you..
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