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13 Nov 2019
Consider the vector field F(x y) = x2ã¶)1+ 3xyJ Compute the line integras c F dr and F dr where C 1 is parameter zed by r(t) = ti-t2j and C2 is parameterized by r(t) = tit j for 0 IS l. Can you decide from your answers whether or not F is a gradient (conservative) vector field? Why or why not? Je F-dr = 14/5 C2 Is F conservative? (Input "yes" or "no") no
Consider the vector field F(x y) = x2ã¶)1+ 3xyJ Compute the line integras c F dr and F dr where C 1 is parameter zed by r(t) = ti-t2j and C2 is parameterized by r(t) = tit j for 0 IS l. Can you decide from your answers whether or not F is a gradient (conservative) vector field? Why or why not? Je F-dr = 14/5 C2 Is F conservative? (Input "yes" or "no") no
Jamar FerryLv2
23 Jan 2019