This page contains some links to pages with material relevant to the second semester calculus course.

• Section 01 current semester syllabus
• Section 02 current semester syllabus
• Finding the area between two or more curves.
• Finding the volumes of solids of revolution using the method of disks.
• Finding the volumes of solids of revolution using the method of shells.
• Finding the arc length of a curve.
• Applications of the definite integral to calculating work.
• Integration by parts
• Trigonometric integrals and trigonometric substitution.
• Integration using trigonometric substitution.
• Integration using partial fraction decomposition.
• Suggestions for a strategy for handling integration problems.
• Improper integrals
• Finding the surface area of a solid of revolution.
• Applications of the definite integral to topics in physics such as center of mass and hydrostatic force.
• Plane curves and parametric equations.
• Calculus and parametric equations.
• Arc length and surface area for parametric equations.
• An introduction to polar coordinates.
• Calculus and polar coordinates.
• An introduction to conic sections.
• The conic sections in polar coordinates.
• Introduction to sequences.
• Introduction to infinite series.
• The Integral Test for positive term series.
• The Comparison Tests for positive term series.
• The Alternating Series Test.
• The concept of absolute convergence and the Ratio Test and Root Test.
• An introduction to power series.
• The Taylor series expansion of a function.
• Applications of Taylor and Maclaurin series.
• An introduction to Fourier series.