Question

(5, 6) 90 degrees clockwise
(5, 6) 270 degrees clockwise

Answer 1

Thats incorrect

Answer 2

(5, 6) 180 degrees clockwise

Answer 3

(5, 6) 180 degrees counterclockwise

Answer 4

(5, 6) 90 degrees clockwise
(5, 6) 270 degrees clockwise
(5, 6) 180 degrees clockwise

Answer 5

(5, 6) 90 degrees clockwise: (-6, 5)
(5, 6) 270 degrees clockwise: (6, -5)

Answer 6

Apologies for the mistake. Let's correct that:

To rotate the point (5, 6) 90 degrees clockwise, we can switch the x and y coordinates and negate the new x coordinate.
So,
X' = 6
Y' = -5
Therefore, the new coordinates are (6, -5) when rotated 90 degrees clockwise.

To rotate the point (5, 6) 270 degrees clockwise, we can switch the x and y coordinates and negate the new y coordinate.
So,
X' = -6
Y' = 5
Therefore, the new coordinates are (-6, 5) when rotated 270 degrees clockwise.

Thank you for pointing out the error.

Answer 7

To rotate the point (5, 6) 180 degrees clockwise, we can simply negate both the x and y coordinates.

So,
X' = -5
Y' = -6

Therefore, the new coordinates are (-5, -6) when rotated 180 degrees clockwise.

Answer 8

To rotate the point (5, 6) 180 degrees counterclockwise, we can negate both the x and y coordinates.

So,
X' = -5
Y' = -6

Therefore, the new coordinates are (-5, -6) when rotated 180 degrees counterclockwise.

Answer 9

To rotate the point (5, 6) 90 degrees clockwise:
X' = 6
Y' = -5
Therefore, the new coordinates are (6, -5) when rotated 90 degrees clockwise.

To rotate the point (5, 6) 270 degrees clockwise:
X' = -6
Y' = 5
Therefore, the new coordinates are (-6, 5) when rotated 270 degrees clockwise.

To rotate the point (5, 6) 180 degrees clockwise:
X' = -5
Y' = -6
Therefore, the new coordinates are (-5, -6) when rotated 180 degrees clockwise.