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NAME _____________________________ DATE _______________ PERIOD ________
10-2
1
Practice
Circles
S
Write the standard form of the equation of each circle described.
Then graph the equation.
T
th
fi
eq
th
1. center at (3, 3) tangent to the x-axis
(x
2
3) ! ( y
2. center at (2,
2
3) " 9
(x
1), radius 4
2
2) ! ( y ! 1) 2 " 16
A
an
d
di
ci
an
Write the standard form of each equation. Then graph the
equation.
3. x 2 ! y 2
(x
4) 2
8x
! (y
4. 4x 2 ! 4y 2 ! 16x
6y ! 21 " 0
3) 2
1.
"4
(x!
2) 2
! (y
8y
1) 2
"
5"0
2#
5
#
4
2.
Write the standard form of the equation of the circle that passes
through the points with the given coordinates. Then identify the
center and radius.
5. ( 3,
2), ( 2,
3), ( 4,
3)
6. (0,
(x ! 3) 2 ! (y ! 3) 2 " 1;
( 3, 3); 1
(x
(2,
1), (2,
3), (4,
1)
3.
2) 2 ! (y ! 1) 2 " 4;
1); 2
7. Geometry A square inscribed in a circle and centered at the
origin has points at (2, 2), ( 2, 2), (2, 2) and ( 2, 2). What
is the equation of the circle that circumscribes the square?
4.
x2 ! y2 " 8
© Glencoe/McGraw-Hill
421
Advanced Mathematical Concepts
©