Roberto's Math Notes
  • Home
  • Calculus
    • Prerequisites for Calculus >
      • Prerequisite algebra and geometry formulae
      • 1 Algebra
      • 2 Functions
      • 3 Transcendental functions
      • 4 Special functions
    • Differential calculus >
      • 1 Limits and continuity
      • 2 Resolving indeterminate forms
      • 3 Definition of derivative
      • 4 Basic differentiation rules
      • 5 Derivatives of transcendental functions
      • 6 Derivatives of other types of functions
      • 7 Linear approximation methods
      • 8 Graphical analysis
      • 9 Word problems
    • Integral calculus >
      • 1: Indefinite integrals
      • 2: Integration methods
      • 3: Basics of ODE's
      • 4: Definite integrals and the FTC
      • 5: Basic applications of integration
      • 6: Improper and approximate integration >
        • Basic differentiation and integration formulae
    • Infinite series >
      • 1: Sequences and series
      • 2: Convergence tests
      • 3: Power series
  • Linear Algebra
    • 1: Geometric vectors
    • 2: Euclidean vectors
    • 3: Linear systems and matrices
    • 4: Matrix algebra
    • 5: Determinants
    • 6: Lines, planes and other straight objects
    • 7: Subspaces
    • 8: Linear transformations
    • 9: Orthogonality
    • 10: Eigenvalues and diagonalization
    • 11: Complex numbers
  • Learning support resources
    • Learning skills
    • Pre-Engineering math
    • Other calculus sites

Chapter 5:
Basic applications of integration

Written Notes

I 5-1:  The four step process for building integrals
I 5-2:  Areas between two curves
I 5-3:  Arc length
I 5-4:  Surfaces of areas of revolution
I 5-5:  Volumes by slicing
I 5-6:  Volumes by disks and washers
I 5-7:  Volumes by shells
I 5-8:  Picking the right method to compute volumes
I 5-9:  Geometric quantities for parametric curves
I 5-10: Geometric quantities for polar curves
I 5-11: Work problems
I 5-12: Fluid force problems

Videos

Powered by Create your own unique website with customizable templates.