Rewrite the following equation in the center-radius form of the Rewrite the following equation equation in the center-radius form of the equation of a circle.
x + 16x + y2 + 18y=-120
• A (x+8)2 + (y+ 9)2 = 25
О В.
(x+8)2 + (y+ 10)2 = 25
=
OC (x+10)2 + (y+8)2 = 25
О
OD. (-9)2 + (y-8)2 = 25
x

EXPLANATION: The center is (-8,-9), and the radius is -5, which means that if we solve the given equation and write it in standard form, it gives us (x+8)2+(y+9)2 = 25. Therefore, the valid answer is (x+8)2+(y+9)2=25.

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Rewrite the following equation in the center-radius form of the Rewrite the following equation equation in the center-radius form of the equation of a circle. x + 16x + y2 + 18y=-120 • A (x+8)2 + (y+ 9)2 = 25 О В. (x+8)2 + (y+ 10)2 = 25 = OC (x+10)2 + (y+8)2 = 25 О OD. (-9)2 + (y-8)2 = 25 x

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Rewrite the following equation in the center-radius form of the Rewrite the following equation equation in the center-radius form of the equation of a circle.
x + 16x + y2 + 18y=-120
• A (x+8)2 + (y+ 9)2 = 25
О В.
(x+8)2 + (y+ 10)2 = 25
=
OC (x+10)2 + (y+8)2 = 25
О
OD. (-9)2 + (y-8)2 = 25
x