Find a quadratic polynomial whose zeros are 5+â2&5-â2
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Answer:
x²- 25x +25- a^4 is the quadratic equation.
Step-by-step explanation:
Given the roots of the quadratic equation are 5+a² and 5-a²
The sum of roots= 25
The product of roots= 25-a^4
the general format of a quadratic equation= x² - (sum of roots)×x + product of roots of the quadratic equation
x²- 25x +25- a^4
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