Mathematics · Coordinate Geometry
If the axes are rotated through an angle of 45° about the origin in the anticlockwise direction, then the transformed equation of y2 = 4ax is:
- 1(x + y)2 = 4a√2 (x - y)
- 2(x - y)2 = 4a√2 (x + y)
- 3(x - y)2 = 4√2 a(x + y)
- 4(x + y)2 = 4√2 a(x - y)✓
Correct answer
(x + y)2 = 4√2 a(x - y)
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