Write a function to polar that accepts a complex number c, and returns two output arguments containing the magnitude mag and angle theta of the complex number. The output angle should be in degrees.

To create a function named 'to_polar' that accepts a complex number \(c\), and returns the magnitude (mag) and angle (theta) in degrees, follow these steps: 1. Define the function signature: \(to\_polar(c)\), where \(c\) is a complex number. 2. Extract the real and imaginary parts of \(c\): \(a = \text{Re}(c)\) and \(b = \text{Im}(c)\). 3. Calculate the magnitude using the formula: \(\text{mag} = \sqrt{a^2 + b^2}\). 4. Calculate the angle in radians: \(\text{theta} = \arctan\left(\frac{b}{a}\right)\). 5. Convert the angle to degrees: \(\text{theta (degrees)} = \text{theta (radians)} \cdot \frac{180}{\pi}\). 6. Return the magnitude and angle in degrees as output. The function can be implemented in Python as follows: ```python import cmath import math def to_polar(c): a = c.real b = c.imag mag = math.sqrt(a**2 + b**2) theta_radians = math.atan2(b, a) theta_degrees = math.degrees(theta_radians) return mag, theta_degrees ```