The tail of A vector is fixed to the origen of an X, Y axis system.Originally the vector points along the X axis. As time passes, the vector rotates counterclockwise. Describe how the sizes of the X and Y components of the vector compare to the size of the original vector for the following rotational angles.

answer: is it 90 degrees

To determine how the sizes of the X and Y components of the vector compare to the size of the original vector as it rotates counterclockwise, we'll consider different rotational angles.

At 90 degrees counterclockwise rotation, the vector will be pointing directly along the positive Y-axis. In this case, the X component of the vector becomes zero since the vector no longer points along the X-axis. The Y component of the vector will have the same magnitude as the original vector because it is equal to the length of the vector. So, the size of the X component becomes zero while the size of the Y component remains the same as the original vector.