Find the quadratic polynomial if sum of the zerors is and product of zeroes is – 1.
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Answered by
1
Solution :-
- Sum of zeroes = 1 .
- Product of zeroes = -1 .
The polynomial would be ,
= x² - ( a + ß ) x + aß
= x² - 1x -1
= x² - x - 1 .
Answered by
0
Answer:
x² +1x -1
Step-by-step explanation:
We know that quadratic equation is of the form
x²- (sum of zeroes) x +( product of zeroes)
Now,
Given that
sum of zeroes = -1
Product of zeroes = -1
Therefore, our quadratic equation will be
= x²- (-1)x +(-1)
= x² +1x -1
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