[1] import astropy.units as u import matplotlib.pyplot as plt import numpy as np from astropy.constants import h, m_e, k_B from astropy.constants import u as atomicu def Saha (T,Z_i,Z_ii,E_ionize,P_e): N_iitoi = N_iitoi = N_iitoi.decompose() return (N_iitoi) 2*k_B*T*Z_ii/(P_e*Z_i)*(2*np.pi*m_e*k_B*T/h**2)**(3/2)*np.exp(-E_ionize/(k_B*T)) [3] def Boltzmann_H(T, low, high): g_low = 2*low**2 g_high = 2*high**2 E_low = -13.6/low**2*u.eV E_high = -13.6/high**2*u.ev exponent = −1* (E_high-E_low)/(k_B*T) exponent = exponent.decompose() N_htol = g_high/g_low*np.exp(exponent) N_htol = N_htol.decompose() return (N_htol)

help me please :(

There is only 1 ques with 2 part.please answer them.( Please answer in python) Part I : Define a function called larger with 2 parameters. The function should compute which is the larger and should subtract the smaller from the larger (regardless of the order of arguments). Call the function four times using the following arguments: (75, 59) (43, 45) (-5, 19) (35, -35)   Output Example: 16 2 24 70   Part II Gas Price Averaging a) Write a function average with a parameter prices that can accept an arbitrary number of integer values. This function returns the average of all values. b) Call the average function with the following arguments: 2.95, 3.25, 3.10, 3.19 c) Call the average function with the following arguments: 4.09, 3.89, 3.75 d) Print and format the returned results with the average computed to two decimal places. Match the output below.   Output Example Village gas prices at the start of the year averaged $3.12 Village gas prices today average $3.91

In the example below, the sum of the fourth powers of each digit that forms the 4-digit numbers gives the number itself: 1634 = 14 + 64 + 34 + 44 8208 = 84 + 24 + 04 + 84 9474 = 94 + 44 + 74 + 44 And sum of these numbers is 1634 + 8208 + 9474 = 19316. Find the sum of all numbers that can be written as the sum of the fifth forces of their numbers. (P.s.: You have to done it by C++)