Lecture in Determining Circles by Geometric Conditions

(Last Updated On: March 20, 2020)
Analytic Geometry Lecture 10: Circle Problems

Lesson Objectives – the students should be able to:

  • Determine Circles by Geometric Conditions
    • Find the equation of a circle if the circle is tangent to the line.
    • Find the points of intersection between the line and the circle.
    • Show the two circles are tangent externally.
    • Find the points of intersection of two circles.
    • Find the equation of the circle inscribed in a triangle.

LESSON OUTLINE:

  • Determine Circles by Geometric Conditions
    • Circle tangent to the line
    • Intersection between the line and the circle
    • Two circle tangent externally
    • Points of intersection of two circles
    • Circle inscribed in a triangle
    • Seatwork
    • Homework

Analytic Geometry Lecture 10

Analytic Geometry Course Outline

Following is the list of topics we will discuss in this course:
I. Plane Analytic Geometry
LESSON 10: Determine Circles by Geometric Conditions

List of Analytic Geometry Lectures

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