What is the resultant velocity vector when you add your swimming velocity (1.00m/s ,0.00m/s) and the current velocity (0.00m/s ,−1.00m/s)? Give the x and y components in meters per second.

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oladayoademosu oladayoademosu · Answer 1 · 2022-06-08T13:19:38+02:00

The resultant velocity x-component is 1.00 m/s and the y-component is -1.00 m/s

To answer the question, we need to know what resultant velocity is

Resultant velocity is the vector sum of two or more velocities.

Given that your swimming velocity is v = (1.00m/s ,0.00m/s) and the current velocity is v' = (0.00m/s ,−1.00m/s).

So, the resultant velocity is V = v + v'

= (1.00m/s ,0.00m/s) + (0.00m/s ,−1.00m/s)

= (1.00 m/s + 0.00m/s ,0.00 m/s + (−1.00m/s))

= (1.00 m/s + 0.00m/s ,0.00 m/s - 1.00m/s)

= (1.00m/s ,-1.00m/s)

So, the resultant velocity x-component is 1.00 m/s and the y-component is -1.00 m/s

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