O A'(0,0), B'(-6, 1), C'(-2, 6) O A(0, 0), в(-6, -1), C(-2, -6) A triangle has vertex coordinates A(0, 0), B(6, 1), and C(2, 6). Find the coordinates of A', B', and C' after a 180° rotation around Point A. O A'(0, 0), B'(6, -1), C'(2, –6) Next Back

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A: We can find the coordinate of the image of B as below.

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A: We have to reflect the point B(2,3) across the line y= 1 .

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A: To convert Polar coordinates r, θ to Cartesian coordinates x, y apply:x=rcosθ   y=rsinθ

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A: Given dataThe coordinates of quadrilateral ABCD are,

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A:

Q: FIS Paralebgram WXZ with vertices WH 2). X-2 6), LCE, 7) and Z4 3). 6c 1) → 6x - 3. y- Rectange ABCD…

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A: Let two points are so equation of line passing through above two points is given as follows