Final answer:
The angular position of a particle at 5π/2 is equivalent to being at 450° on the circular path.
Step-by-step explanation:
The angular position of a particle moving in a circle can be measured in radians. One complete revolution around a circle corresponds to an angle of 2π radians. Therefore, to find the particle's angular position of 5π/2, we can convert it to degrees and simplify it:
5π/2 = (5π/2)*(180/π) = 450°
So, a particle at an angular position of 5π/2 is equivalent to being at 450° on the circular path.