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Assume the reader understands derivatives, and knows the definition of instantaneous velocity (dx/dt), and knows how...

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Advance Math

Assume the reader understands derivatives, and knows thedefinition of instantaneous velocity (dx/dt), and knows how tocalculate integrals but is struggling to understand them. Usestudents’ prior knowledge to provide an explanation that includesthe concept and physical meaning of the integral of velocity withrespect to time.

Reminder: The user is comfortable with the calculations, but isstruggling with the concept. To fully address the prompt, emphasizethe written explanation in English over the calculation.

Do not want hand written answer and do not copy paste. Pleasetype. Thanks.

Answer & Explanation Solved by verified expert
4.0 Ratings (473 Votes)
The instantaneous velocity at any time can be obtained simply bydifferentiating the position function in time variableIf object moving    See Answer
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