find a quadratic polynomial with 1 and - 3 as the sum and product of its zeroes respectively
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The quadratic polynomial would be
X^2 -X - 3........
as we know coefficient of x is sum of roots and the constant is always product of the roots,....
X^2 -X - 3........
as we know coefficient of x is sum of roots and the constant is always product of the roots,....
Answered by
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Hey user here is your answer.........
----->To find quadratic polynomial
◆Sum of zero=1
◆Product of zeroes =-3
◆X^2-(sum of zeroes)x+ product of zeroes
◆x^2-(1)x+(-3)
◆x^2-x-3
Thanks☺️
#Rohan
(MARK AS BRAINIEST IF IT IS HELPFUL✌️)
----->To find quadratic polynomial
◆Sum of zero=1
◆Product of zeroes =-3
◆X^2-(sum of zeroes)x+ product of zeroes
◆x^2-(1)x+(-3)
◆x^2-x-3
Thanks☺️
#Rohan
(MARK AS BRAINIEST IF IT IS HELPFUL✌️)
Anonymous:
Thanks for marking as brainiest
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