What is the measurement of C if C= (2,2) of the image is rotated 305 degrees clockwise
To find the new coordinates of the point C(2,2) after rotating it 305 degrees clockwise, we can use the following formula:
x' = x * cos(theta) + y * sin(theta)
y' = -x * sin(theta) + y * cos(theta)
Let's plug in the values for point C(2,2) and the angle of rotation theta = 305 degrees:
x' = 2 * cos(305) + 2 * sin(305)
y' = -2 * sin(305) + 2 * cos(305)
Now, let's calculate the values using a calculator or software:
x' ≈ -1.610
y' ≈ -2.087
Therefore, the new coordinates of C after rotating it 305 degrees clockwise are approximately (-1.610, -2.087).