Let be a real polynomials of Least Degree Which has Local Maximum at and Local Minimum at .If and . Then
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Originally Posted by jacks Let be a real polynomials of Least Degree Which has Local Maximum at and Local Minimum at .If and . Then Hence :
Hello, jacks! The desired polynomial is a cubic: . Its derivative is: . We are given: . . Solve the system of equations: . The cubic is: . . . Its derivative is: . Therefore: .
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