Lecture in Standard form, General form and Equation of circles with center at origin

(Last Updated On: December 13, 2017)

Analytic Geometry Lecture 9: Circle Standard form

Lesson Objectives – the students should be able to:

Determine the different forms of the equations of circles

Standard form of the equation of the circle
Equation of circles with center at origin
General form of the equation of a circle

LESSON OUTLINE:

How to find the standard form of the equation of the circle given the center and radius
How to find the standard form of the equation of the circle with center at the origin
How to reduce from general form to standard form of the equation of a circle
Seatwork
Homework

Analytic Geometry Lecture 9

Analytic Geometry Course Outline

Following is the list of topics we will discuss in this course:

I. Plane Analytic Geometry

LESSON 1: Introduction to Geometry, Directed Line Segments, The Cartesian Plane, Distance Formula

LESSON 2: Midpoint of a Line, Point-of-Division Formulas

LESSON 3: Slope of a Line in term of Angle inclination, Slope of a line in terms of Coordinate

LESSON 4: Slope of Perpendicular lines, Slope of Parallel Lines, Angle formed between two lines

LESSON 5: Finding the equation of a line using Two-point Form and Intercept Form

LESSON 6: Finding the equation of a line using Slope-Point Form and Slope-Intercept Form

LESSON 7: Finding the other forms of equation of a lines and Finding the Family of Lines

LESSON 8: Changing from General Form to Standard Equation of a line and Finding distance from line to a point

LESSON 9: Standard form of the equation of the circle, Equation of circles with center at origin, General form of the equation of a circle

LESSON 10: Determine Circles by Geometric Conditions

LESSON 11: Conic Sections: Parabola

LESSON 12: Conic Sections: Ellipse

LESSON 13: Conic Sections: Hyperbola

List of Analytic Geometry Lectures

Lectures in Analytic Geometry

Download Lecture

If you liked this, then please subscribe to our YouTube Channel for engineering video tutorials. You can also find us on Twitter and Facebook. Lastly, Our app is now available on Google Play, Pinoybix Elex