\"\"

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A plane takeoff at \"\" PM.

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The plane travels a distance of \"\" miles in \"\" hours.

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The average velocity is \"\".

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The Rolles theorem can be applied because the function involved in the flight is continuous on the interval \"\" and differentiable on the interval \"\".

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So, there exist a number \"\" in the interval \"\" such that \"\".

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\"\" and \"\" is maximum value of \"\".

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The plane should cross \"\" miles per hour while take off and landing off.

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The plane follows the concave down parabola form so the plane must cross the two times when its speed is \"\" miles per hour.