Solution-Every cubic polynomial has an inflection point

Question: 1. If f"(x) is continuous and the graph of f has an inflection point at x = p, then f"(p)=0.

2. A critical point of f must be a local maximum or minimum of f.

3. Every cubic polynomial has an inflection point.

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Forces of interest on the two funds are equal : Find the point in time at which the forces of interest on the two funds are equal.

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Every cubic polynomial has an inflection point : If f"(x) is continuous and the graph of f has an inflection point at x = p, then f"(p)=0.

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