Last homework you had to evaluate the path integral of the vector field V = (yz,...

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Last homework you had to evaluate the path integral of the vector field V = (yz, xz, xy) along a curve parameterized by (t) = (t, t,t) with t [1,3]. In this question first verify if this vector field is irrotational, and pending on this answer, calculate its potential. Then, by applying the Fundamental Theorem of Calculus for Vector Field and Path Integrals calculate this path integral: 730 726 729 727 728 Last homework you had to evaluate the path integral of the vector field V = (yz, xz, xy) along a curve parameterized by (t) = (t, t,t) with t [1,3]. In this question first verify if this vector field is irrotational, and pending on this answer, calculate its potential. Then, by applying the Fundamental Theorem of Calculus for Vector Field and Path Integrals calculate this path integral: 730 726 729 727 728