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Now put the two equations together. Substitute your result in equation A for the (vaverage) term in equation B. Your final equation should only have d, a, and t terms.

Respuesta :

Lanuel
  1. v = at can be used to find average velocity from acceleration and time.
  2. d = vt can be used to find distance (d) from average velocity and time.
  3. Putting the two equations together and substituting the average velocity term in equation B gives d = at².

What is average velocity?

An average velocity can be defined as the total distance covered by a physical object divided by the total time taken.

Mathematically, you can find average velocity (Vaverage) from acceleration (a) and time (t) by using this formula:

Average velocity = acceleration × time

Vaverage = at     .......equation A.

Also, you can find distance (d) from average velocity (Vaverage) and time (t) by using this formula:

Distance = average velocity × time

d = vt        .......equation B.

Now, putting the two equations together and substituting the Vaverage term in equation B:

d = (at) × t

d = at²

Read more on average velocity here: https://brainly.com/question/6504879

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Complete Question:

A. How do you find average velocity (Vaverage) from acceleration (a) and time (t)?

B. How do you find distance (d) from average velocity (Vaverage) and time (t)?

C. Now put the two equations together. Substitute your result in equation A for the (Vaverage) term in equation B. Your final equation should only have d, a, and t terms.

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