if the zeros of polynomial X square + bx + c are reciprocal to each other find the value of c
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Answer:
c = 1
Step-by-step explanation:
Let x² + bx + c have roots p and 1/p (∵ roots are reciprocal to each other)
We know that ,
product of roots = constant coefficient / coefficient of x²
∴ p × 1/p = c / 1
∴ c = 1
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