What are the coordinate points of A' (6,9) A undergoes a rotation of:
90° clockwise
270° clockwise
To find the coordinate points of A' after a rotation, we need to determine the new x and y coordinates.
90° clockwise rotation:
To rotate a point 90° clockwise, we switch the x and y coordinates but change the sign of the new y coordinate. So, for A(6,9), A' can be found by switching the x and y coordinates and changing the sign of the new y coordinate:
A' = (9, -6)
270° clockwise rotation:
To rotate a point 270° (or -90°) clockwise, we switch the x and y coordinates but change the sign of the new x coordinate. So, for A(6, 9), A' can be found by switching the x and y coordinates and changing the sign of the new x coordinate:
A' = (-9, 6)
what is the answer to 90° clockwise
The coordinate points of A' after a 90° clockwise rotation for point A(6,9) is (9, -6).
What are the coordinate points of A' (6,7) A undergoes a rotation of:
To find the coordinate points of A' after a rotation, we need to determine the new x and y coordinates.
Please provide the information about the specific rotation you would like to apply to point A(6,7).
What are the coordinate points of A' (6,7) A undergoes a rotation of:
90° clockwise
270° clockwise
To find the coordinate points of A' after a rotation, we need to determine the new x and y coordinates.
90° clockwise rotation:
To rotate a point 90° clockwise, we switch the x and y coordinates but change the sign of the new y coordinate. So, for A(6,7), A' can be found by switching the x and y coordinates and changing the sign of the new y coordinate:
A' = (7, -6)
270° clockwise rotation:
To rotate a point 270° (or -90°) clockwise, we switch the x and y coordinates but change the sign of the new x coordinate. So, for A(6,7), A' can be found by switching the x and y coordinates and changing the sign of the new x coordinate:
A' = (-7, 6)
What are the coordinate points of A' (2,6) if A undergoes a rotation of:
180° clockwise
180° counterclockwise
To find the coordinate points of A' after a rotation, we need to determine the new x and y coordinates.
180° clockwise rotation:
To rotate a point 180° clockwise, we change the sign of both the x and y coordinates. So, for A(2,6), A' can be found by changing the sign of both the x and y coordinates:
A' = (-2, -6)
180° counterclockwise rotation:
To rotate a point 180° counterclockwise, we also change the sign of both the x and y coordinates. So, for A(2,6), A' can also be found by changing the sign of both the x and y coordinates:
A' = (-2, -6)
What are the coordinate points of A' (6,5) if A undergoes a rotation of:
90° clockwise
180° clockwise
270° clockwise