find quadratic polynomial with
the sum of zeroes is zero and product of zeroes is 3
Answers
Answered by
18
Answer:
x²+3
Step-by-step explanation:
sum of zeroes=0
product of zeroes=3
required quadratic equation= x²- (sum of zeroes)x +product of zeroes
required quadratic equation= x²-(0)x +3
required quadratic equation= x²+3
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Answered by
96
❥ Given :-
- Sum of zeroes = 0
- Product of zeroes = 3
❥ We need to find :-
- Quadratic polynomial = ?
❥ Solution :-
As we know that
Quadratic polynomial = x² - ( sum of zeroes )x + product of zeroes
Where ,
- Sum of zeroes = 0
- Product of zeroes = 3
Substituting we have ,
➨ x² - ( 0 )x + 3
➨ x² - 0 + 3
➨ x² + 3
Hence , quadratic polynomial = x² + 3
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