How are the coordinates of the new point found if it is rotated 90Á counterclockwise? How many degrees is that equivalent to if
the rotation is clockwise? How are the coordinates of the new point found if it is rotated 180Á counterclockwise? How many degrees is that equivalent to if the rotation is clockwise?
The new coordinates of new point if it is rotated by 90
degree counterclockwise by adding pi/2 to the coordinate. It is equivalent to
270 degree if it is rotated clockwise direction. The new coordinates of new
point if it is rotated by 180 degree counterclockwise by adding pi to the
coordinate. It is equivalent to 180 degree if it is rotated clockwise direction.
Ok so here we can start of by finding the ratio of the original to the reduced which is 4:1. Then we can find out the width of the reduced which is 6. Finally, all you have to do is multiply 6 by 4 and you get the answer which is 24.