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Question Number 153500 by Engr_Jidda last updated on 07/Sep/21

Evaluate the line integral space  if f(r)=Zi+Xj+Yk and C is a helix  given by C: r(t)=(cost,sint,−3t)  0≤t≤2π

$${Evaluate}\:{the}\:{line}\:{integral}\:{space} \\ $$$${if}\:{f}\left({r}\right)={Zi}+{Xj}+{Yk}\:{and}\:{C}\:{is}\:{a}\:{helix} \\ $$$${given}\:{by}\:{C}:\:{r}\left({t}\right)=\left({cost},{sint},−\mathrm{3}{t}\right)\:\:\mathrm{0}\leqslant{t}\leqslant\mathrm{2}\pi \\ $$

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