Question
What is (-4, -2) rotated 90 degrees clockwise
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GPT-4o mini
To rotate the point (-4, -2) 90 degrees clockwise, you can use the following transformation for a point (x, y):
1. The new x-coordinate becomes \(y\).
2. The new y-coordinate becomes \(-x\).
For the point (-4, -2):
- The new x-coordinate is \(-2\) (which was the original y-coordinate).
- The new y-coordinate is \(4\) (which is \(-(-4)\), the negative of the original x-coordinate).
So, after rotating the point (-4, -2) 90 degrees clockwise, the new coordinates will be \((-2, 4)\).
1. The new x-coordinate becomes \(y\).
2. The new y-coordinate becomes \(-x\).
For the point (-4, -2):
- The new x-coordinate is \(-2\) (which was the original y-coordinate).
- The new y-coordinate is \(4\) (which is \(-(-4)\), the negative of the original x-coordinate).
So, after rotating the point (-4, -2) 90 degrees clockwise, the new coordinates will be \((-2, 4)\).
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