# HL AA – Integration

## Anti-differentiation

## Trigonometry

## Kinetics

## Standard Integrals

## Definite Integration

## Bounded Areas

## Substitution

## Volumes

## Integration Review

## Guesswork

## Using the GDC

## By Parts

## Maclaurin Series

## Traffic Light Coding for Unit

Make your own copy and share with your students.

##### Learning Outcomes

Integrate by using anti-differentiation techniques. |

Integration and finding the value of the constant, C. |

Using definite integration in order to find areas under curves. |

Integration techniques to find integrals of sin, cos, ln and x. |

Integration to find composite functions such as integral of cos(3x+1). |

Using reverse chain rule to integrate functions. |

Using technology to find definite integrals. |

Finding regions enclosed by two functions. |

Using integration to solve kinetic problems: displacement, velocity, acceleration. |

Derivatives of tanx, cosecx, secx, cotx, powers of x, logs, arcsinx, arccosx, arctanx. |

Use of partial fractions to integrate. |

Use the substitution rule for integration. |

Use integration by parts, including repeated integration by parts. |

Find volumes of revolution for volumes bounded by x and y axes. |