Work done by a force F = yi + xj as the particle is
taken from (1, 2) to (3, 4) is
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Answer:
Work was done ∫Fdt
When particle moves from 0 to a along x-axis
Then W1=∫0a−(Kyi)dx=0 ∵y=0
Now, when the particle moves parallel to the y-axis
W2=∫0a−(Kaj)dy ∵x=a
∴W2=−Ka∫0ady=−Ka2
∴W=W1+W2=−Ka2
Explanation:
I hope it will be help you
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