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Rewrite the equation of the circle and standard form and then identify the center of the radius of the circle.

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Rewrite the equation of the circle and standard form and then identify the center of the radius of the circle. 3x^2+3y^-6x+12y=0?

 

 

asked Feb 11, 2015 in PRECALCULUS by anonymous

1 Answer

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Step 1:

The circle equation is image.

Standard form of the circle is image, where center is image and image is radius of the circle.

Convert the equation image into standard form.

Completing square.

image

Change the expressions, image and image into a perfect square trinomial.

Add (half the image coefficient)² and (half the image coefficient)² to each side of the equation.

image.

image.

image

image

Divide each side by image.

image

image

image

Compare with standard form of circle image.

Center image and radius image units.

Solution:

Standard form of the circle is image.

Center image and image units.

answered Feb 14, 2015 by david Expert

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