F - k - m - v - u - t - where k is a constant can be rewritten as-A- F - m - pB- F - m - p - tC- F - m - aD- F -2 m - a

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Second Law of Motion

F = k × m × v...

Question

$F = k \times m \times \frac{(v - u)}{t}$ ; where k is a constant can be rewritten as:

F = m*p

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F = m*p/t

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F = m*a

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F = 2 m*a

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F = $K \times m \times \frac{(V - U)}{t}$ ; where K is a constant can be rewritten as:

F = [K $\times$ m $\times$ (v - u)] / t; can be rewritten as:

F = $K \times m \times \frac{(V - U)}{t}$ ; where K is a constant, the equation can be rewritten as:

F = [Km * (V-U)]/t; can be rewritten as:

A force acting on a body produces a constant acceleration. The equation written is as follows:

$F = K m \times \frac{(V - U)}{t}$

F- Force; K-constant;

m- mass; V- final velocity

U- initial velocity; t- time taken

a- acceleration; P- momentum

The equation can also be written as___ .

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