- 1 Evaluate The Line Integral Along The Given Path A C Xyds C R T 4ti 3tj 0 T 1 B C X2 Y2 Z2 Ds C R T Sinti 1 (34.96 KiB) Viewed 32 times
1. Evaluate the line integral along the given path. (a) ∫Cxyds,C:r(t)=4ti+3tj,0≤t≤1. (b) ∫C(x2+y2+z2)ds,C:r(t)=sinti+
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1. Evaluate the line integral along the given path. (a) ∫Cxyds,C:r(t)=4ti+3tj,0≤t≤1. (b) ∫C(x2+y2+z2)ds,C:r(t)=sinti+
1. Evaluate the line integral along the given path. (a) ∫Cxyds,C:r(t)=4ti+3tj,0≤t≤1. (b) ∫C(x2+y2+z2)ds,C:r(t)=sinti+costj+2k,0≤t≤π/2.
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