Origin is the centre of the circle with radius 17 find the coordinates of any four points on the circle which are not on the axes. Use pythagorean triplets
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Let (x, y) be any point on th circle sch that x ≠ 0, y ≠ 0 so that this point does not lie on axes.
x² + y² = (√17)²
Therefore if you put x = 1, you get y = 4. So one point is (1,4).
Hence other point may be (4,1).
(-1,4), (1,-4), (-1,-4), (-4,1),(4,-1),(-4,-1) are other points.
x² + y² = (√17)²
Therefore if you put x = 1, you get y = 4. So one point is (1,4).
Hence other point may be (4,1).
(-1,4), (1,-4), (-1,-4), (-4,1),(4,-1),(-4,-1) are other points.
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