'Circle equation' presentation slideshows

Higher Unit 2

Higher Unit 2. The Graphical Form of the Circle Equation. Inside , Outside or On the Circle. Intersection Form of the Circle Equation. Finding distances involving circles and lines. Find intersection points between a Line & Circle. Tangency (& Discriminant) to the Circle.

721 views • 46 slides

The Circle

The Circle. ( x 2 , y 2 ). ( x 1 , y 1 ). If we rotate this line we will get a circle whose radius is the length of the line. Hence the equation of a circle, centre the origin is . b) Show that the point A(3,4) lies on the circle x 2 + y 2 = 25.

262 views • 21 slides

Pre- Calc Unit 1

276 views • 17 slides

Review Sheet Chapter Ten

134 views • 13 slides

COMPLEX NUMBER

COMPLEX NUMBER. PROBLEMS BASED ON ARGAND PLANE CONCEPT. Q. Find the max. and min. distance between the point =12 and =5. solution. As both the equation represent a circle equation (3,4). O. (3,4).

259 views • 12 slides

Intro to Conics - Circles

98 views • 5 slides