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     Integration

     
    Proofs
     

     Tutorial Name

      Tutorial Description




     

     
     
    Tutorials
      
     

     Tutorial Name

      Tutorial Description

    Integration (part 1) Antiderivatives, Indefinite Integration, basic integration rules
    Integration (part 2)
    Basic differential equations, integration practice.
    Integration (part 3)
    General and particular solutions to differential equations, vertical motion problem.
    Integration (part 4)
    Sigma notation, summation formulas, evaluating sums, area of a plane region, upper and lower sums.
    Integration (part 5)
    Upper and lower sum practice, 
    Integration (part 6)
    Limits of upper and lower sums. finding area of a plane region using limits of sums.
    Integration (part 7)
    Area using horizontal rectangles, Riemann Sums, definite integrals.
    Integration (part 8)
    Evaluating definite integrals using geometric formulas, properties of definite integrals, evaluating definite integrals, Fundamental Theorem of Calculus (Part 1)
    Integration (part 9)
    Evaluating integrals using FTC-1, Mean Value Theorem for Integrals, Average Value of a Function.
    Integration (part 10) The Fundamental Theorem of Calculus (Part 2), integration by substitution, numerical integration.
    Integration (part 11)
    The Net Change Theorem, displacement, total distance. Particle Motion.
    Integration (part 12)
    Antiderivatives of composite functions. Integration by substitution.
    Integration (part 13)
    Integration by substitution.
    Integration (part 14)
    General Power Rule for Integration.
    Integration (part 15)
    Numerical integration with the Trapezoidal Rule and Simpson's Rule.