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103 Equation of a Circle Notes.notebook
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FORM NVIIG OPINT
(x,y)
103 Equation of a Circle Notes.notebook
1 What is the radius of the following circle?
(2,1)
(x,y)
103 Equation of a Circle Notes.notebook
(h,k)
(x,y)
2 What is the center of a circle below?
A (4,9)
B (4,9)
C (4,9)
D (4,9)
103 Equation of a Circle Notes.notebook
Graph the circle below on a coordinate plane.
Name the equation of the circle seen below.
103 Equation of a Circle Notes.notebook
Completing the Square Practice
103 Completing the square practice.ksia2
Write the equation of the circle below in hk form.
103 Equation of a Circle Notes.notebook
Write the equation of the circle below in hk form.
103 Equation of a Circle Notes.notebook
3 The midpoint of a circle's diameter would be its _____________.
A vertex
B radius
C circumference
D center
4 The distance from a circle's center to an endpoint of one of its diameters would be equivalent to the circle's _____________ .
A vertex
B radius
C circumference
D center
103 Equation of a Circle Notes.notebook
Find the equation of a circle which has a diameter with endpoints (5,5) & (1,3).
Find the equation of a circle which has its center at (2,5) and passes through (4,3).
103 Equation of a Circle Notes.notebook
Text pg 402403: 216, 2228 EVENS
Given a circle centered at the origin, find an equation in standard form of the line tangent to the circle at the point (3,4).
103 Equation of a Circle Notes.notebook
Find an equation in standard form of the line tangent to the circle (x2)2 + (y5)2 = 25 at the point (2,2).
Text pg 403: 3335
Circles Practice Worksheet
AND
THEN
MathXL!
Attachments
103 Completing the square practice.ksia2
