The power is the rate of work or rate of energy transfer. The Sl units for power are joule/second also known as a watt. The power provided by a force Facting on a object moving at velocity i is given by dW d P di -(F - AF) = F . = F.5 dt dt dt A force F = (31 – 2j)N acts on a particle traveling with velocity i = (4 î + 6j) m/s. a. What is the power generated by this force? b. Another way to calculate the scalar product is to use the angle between the vectors so P = ||F|| ||| cos o. Based on your result for part (a), what was the angle between F and D?

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Chapter1: Units, Trigonometry. And Vectors
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(3) The power is the rate of work or rate of energy transfer. The Sl units for power are joule/second also known as a
watt. The power provided by a force Facting on a object moving at velocity i is given by
dW d
P = -
dt dt
di
:(F · AF) = F . = F õ
dt
A force F = (31 – 2j)N acts on a particle traveling with velocity i = (4 î + 6j) m/s.
a. What is the power generated by this force?
b. Another way to calculate the scalar product is to use the angle between the vectors so P = ||F|| |||| cos p.
Based on your result for part (a), what was the angle between F and v?
Transcribed Image Text:(3) The power is the rate of work or rate of energy transfer. The Sl units for power are joule/second also known as a watt. The power provided by a force Facting on a object moving at velocity i is given by dW d P = - dt dt di :(F · AF) = F . = F õ dt A force F = (31 – 2j)N acts on a particle traveling with velocity i = (4 î + 6j) m/s. a. What is the power generated by this force? b. Another way to calculate the scalar product is to use the angle between the vectors so P = ||F|| |||| cos p. Based on your result for part (a), what was the angle between F and v?
Expert Solution
Step 1

Given:

The force is equal to:

F=3i^-2j^

The velocity is equal to:

v=4i^+6j^

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