NCSU MA241Lct1 Course Introduction

NCSU MA241Lct2 Review of Additional Integration Techniques Trig Integrals, Partial Fractions

NCSU MA241Lct3 Table of Integrals

NCSU MA241Lct4 Approximate Integration: Trapezoidal Rule

NCSU MA241Lct5 Approximate Integration: Simpson's Rule Cont, Error Bound

NCSU MA241Lct6 Improper Integrals: Infinite Intervals

NCSU MA241Lct7 Improper Integrals: Discontinuous Integrands, Comparison Theorem

NCSU MA241Lct8 Area Between Curves, Area Enclosed by Parametric Curves

NCSU MA241Lct9 Volumes: Solids of Revolution

NCSU MA241Lct10 Volumes: Cylindrical Shells

NCSU MA241Lct11 Arc Length

NCSU MA241Lct12 Average Value of a Function, Mean Value Theorem for Integrals

NCSU MA241Lct13 Review for Test #1 Part 1

NCSU MA241Lct14 Review for Test #1 Part 2

NCSU MA241Lct15 Applications to Physics and Engineering: Hooke's Law

NCSU MA241Lct16 Applications to Physics and Engineering: Pressure and Pumping Problems I

NCSU MA241Lct17 Applications to Physics and Engineering: Pressure and Pumping Problems II

NCSU MA241Lct18 Applications to Physics and Engineering: Moments and Centers of Mass

NCSU MA241Lct19 Modeling with Differential Equations

NCSU MA241Lct20 Direction Fields and Euler’s Method

NCSU MA241Lct21 Euler's Method and Separable Differential Equations

NCSU MA241Lct22 Separable Differential Equations: Orthogonal Trajectories

NCSU MA241Lct23 Separable Differential Equations: Tank Problems