Section 13.2: Derivatives and Integrals of Vector Functions
Exercise 39
Evaluate the integral. \(\int (\sec^2 t \mathbf{i} + t(t^2+1)^3\mathbf{j} + t^2\ln t \mathbf{k}) dt\)
Evaluate the integral. \(\int (\sec^2 t \mathbf{i} + t(t^2+1)^3\mathbf{j} + t^2\ln t \mathbf{k}) dt\)