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Below are links to copies of the problem sets for the course
ENGI 2422 Engineering Mathematics 2
in the Winter semester of 2008.
Problem Set 1 (lines and planes;
polar coordinates)
Problem Set 2 (arc length, curvature;
conic sections, quadric surfaces; surfaces of revolution)
Problem Set 3 (hyperbolic functions;
integration by parts; Leibnitz differentiation of an integral)
Problem Set 4 (partial differentiation,
Jacobian)
Problem Set 5 (chain rule; directional
derivative; max/min problems; Lagrange multipliers)
Problem Set 6 (first order ODEs)
[Mid semester break: 2008 02 18-20]
Problem Set 7 (first order ODE applications,
reduction of order; simple second order ODEs)
Problem Set 8 (second order homogeneous
linear ODEs)
Problem Set 9 (second order inhomogeneous
linear ODEs)
Problem Set 10 (Laplace transforms,
initial value problems)
Problem Set 11 (multiple integrals)
The quiz questions will be based on the problem sets.
It is therefore in a student’s own best interest to make an honest
attempt at all questions.
The solutions will appear in another part of this Web site.
2008 Mid Term Test |
2008 Final Examination |
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