Equations Of Circles Page 2

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II. Using the provided information, write the equation of each circle in standard form.
5.) Center is (14 , – 17)
6.) Ends of diameter are (2 , – 5)
7.) Center is (– 1 , 3)
Point on Circle is (15 , – 16)
and (– 14 , 7)
Tangent to y = 12
2
2
9.) Center lies in Quadrant IV
2
2
8.)
10.)
16
8
31
22
16
149
0
+
=
+
+
+
=
x
y
y
x
x
y
x
y
Tangent to y = – 1 , x = 2 , x = 14
Translated left 4 and up 3
III. Given the graph of a circle, put the equation of the circle in conic form.
11.)
12.)
13.)
14.)

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