Can someone please help with problem 3? I have to write a code that follows the step-by-step instructions seen in red in the Linux Mint software.

standard a taas t a verlow, it y le ative nunben qunh logarithms to avoid overflow: if y = (a b c)1/d, then lny = (1/d) (In a +1nD+ Inc) = x (say), and y = e". Problem 3. (Geometric and Harmonic Means) Write a program means.py that reads in positive real numbers from standard input and writes their geometric and harmonic means. The geometric mean of n positive numbers x1,x2, ,xn is (x1 T2 xn)1 and their harmonic mean is n/(1/x1 + 1/T2 + . . . + 1/Xn). Hint: for the geometric mean, consider taking $ python3 means.py 1.0 2.0 3.0 4.0 5.0 geometric mean2.605171, harmonic mean2.189781 Linux Mint [Running means.py (Ic ork/homework5) File Edit View Search Tools Documents Help ul t is # means.py: reads in positive real numbers from standard input and writes their # geometric and harmonic means. import math import stdio Read floats from standard input into a list a a=.. ard # Define a variable n storing the length of a. n=.. # Define variables gm and hm to store the geometric and harmonic means of # the numbers in a, with initial values # Iterate over the values in a and calculate their geometric and harmonic # means. For geometric mean, consider taking logarithms to avoid overflow. for v in a # write the results (geometric and harmonic means). stdio.writef ( geometric mean-%f, harmonic mean-%f .. )