Find the total work done in moving a particle in a force field given by F = 2xyî + 3zĵ+ 5xk̂
along the curve x =t2
, y = 2t2+1, z = t3
-1 from t =2 to t=3?
F⃗dr⃗=4t4+3t3+7t2−3,\vec Fd\vec r=4t^4+3t^3+7t^2-3,Fdr=4t4+3t3+7t2−3,
A=∫23F⃗dr⃗=259 J.A=\int_2^3\vec F d\vec r=259~J.A=∫23Fdr=259 J.
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