Hello,
please help me.
Point (a,b) is on the circle represented by x2+y2=10, and a ,b are integers. How many such points are possible?
Hello,
please help me.
Point (a,b) is on the circle represented by x2+y2=10, and a ,b are integers. How many such points are possible?

32 + 12 = 10
So the set of points is { (3,1), (1,3), (-3,1), (1,-3), (-3,-1), (-1,-3), (-1,3), (3,-1) }
Therefore 8 points.
3^2 + 1^2 = 10
Hence 2 variable and the possibility on coordinate plane is 2^2 + 2^2 = 8.
Yes, that's right... 2 per quadrant for 4 quadrants.
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