Write a function to_complex that accepts two input arguments containing the magnitude mag and angle theta of the complex number in degrees, and returns the complex number c.

To create the function `to_complex(mag, theta)`, first define the function with the input arguments magnitude `mag` and angle `theta`. Convert the angle from degrees to radians, using `theta_radians = (theta * math.pi) / 180`. Then, calculate the real and imaginary parts of the complex number by using the polar form formula `c = mag * (cos(theta_radians) + i * sin(theta_radians))`. Finally, return the complex number using the `complex()` function with the calculated real and imaginary parts. Here's the complete function: ```python def to_complex(mag, theta): import math theta_radians = (theta * math.pi) / 180 real_part = mag * math.cos(theta_radians) imag_part = mag * math.sin(theta_radians) return complex(real_part, imag_part) ```