Find a quadratic polynomial P(y) whose sum and product of zeroes are 3 and - 1/3 respectively.
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Hey there!
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Let alpha ( @ ) and ( ß ) be zeroes of the quadratic polynomial.
Then ,
Sum of zeroes ( @ + ß ) = 3
Product of zeroes ( @ × ß ) = - 1 / 3
We have a formula to form a quadratic polynomial - :
x^2 - ( @ + ß ) x + @ß = 0
[Keeping the values in]
x^2 - ( 3 ) x + (-1/3)
x^2 - 3x - 1/3 <= Answer!
_____________
Hope it helps...!!!
_____________
Let alpha ( @ ) and ( ß ) be zeroes of the quadratic polynomial.
Then ,
Sum of zeroes ( @ + ß ) = 3
Product of zeroes ( @ × ß ) = - 1 / 3
We have a formula to form a quadratic polynomial - :
x^2 - ( @ + ß ) x + @ß = 0
[Keeping the values in]
x^2 - ( 3 ) x + (-1/3)
x^2 - 3x - 1/3 <= Answer!
_____________
Hope it helps...!!!
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