Question

In: Advanced Math

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

Explanation:
Assume the reader understands derivatives, and knows the definition of instantaneous velocity (dx/dt), and knows how to calculate integrals but is struggling to understand them. Use students’ prior knowledge to provide an explanation that includes the concept and physical meaning of the integral of velocity with respect to time.

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

Solutions

Expert Solution

As per your question answer is attached one thing is very important that integration is reciprocal process of differentation. So that why integral of velocity gives us position or displacement. with respect to time.

Colby Messinger answered 3 months ago
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