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The general equation of a circle centre (a,b) and radius is (x-a)2+(y-b)2 = r2

Divide all terms by a 100 and rearange as follows:

x2-1.2x+y2+y-0.39 = 0

Complete the square in terms of x and y:

(x-0.6)2+(y+0.5)2-0.36-0.25-0.39 = 0

(x-0.6)2+(x+0.5)2 = 12

So its radius is 1 and its centre is at (0.6, -0.5)

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