find quadratic polynomial if sum of zeroes and product of zeroes are:-
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3
Hey there!
The basic concept to be used is The quadratic polynomial with given sum and product of roots is
x² - ( Sum of roots) x + Product of roots
Now,
Given
Sum of roots = -1/5
Product of roots = 1/5
Quadratic polynomial = x² - ( -1/5)x + 1/5 = x² + 1/5x + 1/5 = 5x² + x + 1
2) Given
Sum of roots = 0
Product of roots = √3
Quadratic polynomial = x² - ( 0)x + √3 = x² + √3
3) Given,
Sum of roots = 1/3
Product of roots = -1
Quadratic polynomial = x² - ( 1/3) x - 1 = x² -1/3x -1 = 3x² - x -3
Hope it helps!
The basic concept to be used is The quadratic polynomial with given sum and product of roots is
x² - ( Sum of roots) x + Product of roots
Now,
Given
Sum of roots = -1/5
Product of roots = 1/5
Quadratic polynomial = x² - ( -1/5)x + 1/5 = x² + 1/5x + 1/5 = 5x² + x + 1
2) Given
Sum of roots = 0
Product of roots = √3
Quadratic polynomial = x² - ( 0)x + √3 = x² + √3
3) Given,
Sum of roots = 1/3
Product of roots = -1
Quadratic polynomial = x² - ( 1/3) x - 1 = x² -1/3x -1 = 3x² - x -3
Hope it helps!
Answered by
0
Hello friend
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Your answer is in the given attachment
you can check it
if you are satisfied with my answer then mark it as brainleist.
____________
✌️✌️✌️✌️✌️✌️
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