find sum of zeroes of the polynomial 3xsq+5x-2
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Find the sum and product of zeroes of the polynomial 3x 2 -5x+6
sum of zeroes = - coefficient of x/coefficient of x² = -b/a.
sum of zeroes = - coefficient of x/coefficient of x² = -b/a product of zeroes = constant/coefficient of x² = c/a.
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Answer:Let 3x^2+5x-2 be of the form ax^2+bx+c=0, where a=3,b=5,c= -2
let the zeroes be alpha and beta.
sum of zeroes= alpha+beta=-b/a=-5/3
hope you understand.
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