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Find a quadratic function whose zeros are 3 and -2


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ANSWER:

The zeros of the quadratic function are:(3 + 2 i) and (3 - 2i).Sum of the zeros of the quadratic function = (3 + 2 i) + (3 - 2 I) = 6Product of the zeros of the quadratic function = (3 + 2 i) × (3 - 2 I) = (3)² - (2i)² = (9) - (- 4) = 9 + 4 = 13.The quadratic function isy = x² - (sum of zeros) x + (product of the zeros)=> y = x² - 6 x +13.The required quadratic function isy = x² - 6 x + 13.

EXPLANATION:

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Answer:

x² + x - 6 = 0

Step-by-step explanation:

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