Rotate the point nine, five on a geometric figure 270° clockwise what is the new point
To rotate the point (9, 5) 270° clockwise on a geometric figure, we can use the rotation matrix.
The rotation matrix for a 270° clockwise rotation is:
[0 1]
[-1 0]
Multiplying this matrix by the coordinates of the point (9, 5), we get:
[0 1] [9] [5] [5]
[-1 0] x [5] = [-9] = [-9]
So, the new point after rotating (9, 5) 270° clockwise is (-9, 5).