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Question
The number of quadratic polynomials whose zeroes are 2 and – 3, is ______.
Fill in the Blanks
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Solution
The number of quadratic polynomials whose zeroes are 2 and – 3, is infinitely many.
Explanation:
Any quadratic with zeros 2 and –3 has the form k(x – 2)(x + 3) = kx2 + kx – 6k for any nonzero constant k. Different nonzero k give different quadratic polynomials, so there are infinitely many such polynomials.
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