Work Done

Find the work done by a force F \overrightarrow { F } in moving a object of mass 10 kg in x y xy Plane from ( 1 , 0 ) (1,0) to ( 2 , ln 2 ) (2,\ln { 2 } ) , where F = e y [ i ^ + x j ^ ] N \overrightarrow { F } ={ e }^{ y }\left[ \widehat { i } +x\widehat { j } \right] \text{ N} .

10 J 10 \text{ J} 30 J 30 \text{ J} 3 J 3 \text{ J} 1 J 1 \text{ J}

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1 solution

Sanath Balaji
Jan 1, 2017

How did u find the antiderivative

Rohan Joshi - 5 months ago

I didn't have a specific method in mind when I came up with the question, I thought that it would be easy to spot the anti-derivative based on the terms directly.

Sanath Balaji - 4 months, 1 week ago

Ahh never mind I got it. You found the function whose gradient is the force, and just calculated the change in the value of the function.

Rohan Joshi - 4 months, 1 week ago

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