Find an equation of the circular orbit of a satellite placed 22,240 miles above earth with a center of (0,0)

The satellite appears to be stationary and  it is placed 22,240 miles above earth.
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If the radius of the earth is taken to be about 3960 miles and the centre of the orbit is at the centre of the earth, the simplest equation is x²+y²=(22240+3960)²=26200²=686440000.

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