verify the relationship of coefficient and zeroes of the polynomial 2x^2-11x+15
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(Alpha) + (Beta) = -b\a
(Alpha) × (Beta) = c\a
Here, in the quadratic equation " 2x^2 - 11x + 15 "
a = 2
b = -11
c = 15
So,
(Alpha) + (Beta) = - (-11) \ (2) = (11) \ (2)
(Alpha) × (Beta) = (15) \ (2)
(Alpha) × (Beta) = c\a
Here, in the quadratic equation " 2x^2 - 11x + 15 "
a = 2
b = -11
c = 15
So,
(Alpha) + (Beta) = - (-11) \ (2) = (11) \ (2)
(Alpha) × (Beta) = (15) \ (2)
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