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This is a mathematical methods course that considers the following topics: Laplace transforms, vector calculus, multiple integration and integral theorems.
Learning Outcomes 1. calculate the Laplace transforms of some elementary functions; 2. calculate the inverse Laplace transform of some elementary functions using standard techniques; 3. solve various initial value problems for ordinary differential equations using Laplace transforms; 4. calculate the gradient and directional derivative of a scalar field and be able to interpret these quantities; 5. calculate the divergence and curl of a vector field and be able to interpret these quantities; 6. find the normal of a surface, find the tangent plane to a surface, and calculate surface integrals; 7. calculate volume integrals and be able to verify the divergence theorem for elementary volumes and vector fields.