The parameters q and k_B are the charge on an electron (q = 1.6022E-19 Coulombs) and the Boltzmann constant (k_B = 1.3806E-23 Joules/Kelvin). Write a function that outputs the Voltage(s) for maximum power output (V_mp) given an input vector of one or more temperatures and the open circuit voltage of the solar cell. The function should accept the following inputs (in order): 1. A vector of one or more operating temperatures (T) in degrees Kelvin. 2. The open circuit voltage (V_OC) in Volts. 3. An initial guess for the numerical solution of V_mp in Volts. 4. A stopping criterion for the numerical solution. Your function should use fzero along with the input initial guess and stopping criterion to solve for V_mp corresponding to each value in the input vector of temperatures. Your function should have two outputs in order): 1. A column vector of V_mp values corresponding to the input vector of operating temperatures. 2. A column vector of residual values associated with the numerical solution for each value of V_mp. Note: The first test case is for a single operating temperature, so you can make sure your function works for only scalar inputs before modifying it to solve for V_mp for corresponding to a vector of temperatures. Function Reset I MATLAB Documentation 1 function [V_mp, V_mp_residual] student_solution (T, V_OC, V_mp_guess, es) qVmp kBT qVmp 1+ e kot The parameters q and k_B are the charge on an electron (q = 1.6022E-19 Coulombs) and the Boltzmann constant (k_B = 1.3806E-23 Joules/Kelvin). Write a function that outputs the Voltage(s) for maximum power output (V_mp) given an input vector of one or more temperatures and the open circuit voltage of the solar cell. The function should accept the following inputs (in order): 1. A vector of one or more operating temperatures (T) in degrees Kelvin. 2. The open circuit voltage (V_OC) in Volts. 3. An initial guess for the numerical solution of V_mp in Volts. 4. A stopping criterion for the numerical solution. Your function should use fzero along with the input initial guess and stopping criterion to solve for V_mp corresponding to each value in the input vector of temperatures. Your function should have two outputs in order): 1. A column vector of V_mp values corresponding to the input vector of operating temperatures. 2. A column vector of residual values associated with the numerical solution for each value of V_mp. Note: The first test case is for a single operating temperature, so you can make sure your function works for only scalar inputs before modifying it to solve for V_mp for corresponding to a vector of temperatures. Function Reset I MATLAB Documentation 1 function [V_mp, V_mp_residual] student_solution (T, V_OC, V_mp_guess, es) qVmp kBT qVmp 1+ e kot