Create the algorithm in both flowchart and pseudocode forms for the following two functions:A. Write a Python function that receives a real number argument representing the sales amount for videos rented so far this month. Thefunction asks the user for the number of videos rented today and returns the updated sales figure to the main function. All videos rent for$4.25.B. Write a Python function that receives three integer arguments and returns the maximum of the three values.) Create the algorithm in both flowchart and pseudocode forms for a main program that tests the two above functions.C. Write a Python main program that calls both above functions to shows that both functions work properly.

1. A) Function1: - #defining the function def calc_sales(a): #storing the inputted value…

Answered: Create the algorithm in both flowchart…

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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3. Write a PYTHON function called midpoint quad.py with signature def midpoint quad (func, a, b, N) #quad = midpoint quad ( func, a, b, N) # comments return quad where func indicates the name of a function, a and b are the lower and upper limits of integration, and N is the number of points, not the number of intervals. Test your midpointquad routine by computing f2rdx = 1. Even if you use only one interval (i.e. N = 2) you should get the exact answer because the midpoint rule integrates linear functions exactly. Use your midpoint routine to estimate the integral of the Runge function, f(x) = 1/(1+x2), over the interval [-5, 5]. The exact answer is 2 arctan (5). Fill in the following table, using scientific notation for the error values so you can see the pattern. Midpoint Result Error N h 11 1.0 101 0.1 1001 0.01 10001 0.001 Estimate the order of accuracy (an integer power of h) by examining the behaviour of the error when h is divided by 10. (In previous problems, we have estimated…
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eqowleuoe;iqieipqeiqieoqp Python please.
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From: How to Think Like a Computer Scientist: Learning with Python 3 -Chapter 6, Exercise 9 Write three functions that are the “inverses” of to_secs: (a) hours_in returns the whole integer number of hours represented by a total number of seconds. (b) minutes_in returns the whole integer number of left over minutes in a total number of seconds, once the hours have been taken out. (c) seconds_in returns the left over seconds represented by a total number of seconds. My original to_secs function: def to_secs(h, m, s): total = 0 total = total + h * 60 * 60 total = total + m * 60 total = total + s return total
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Write a section of Python code (not an entire function) that: Asks the user to input a number between 1 and 10.You do not need to validate the user's input. Displays the message, "This is a low number." if the number is from 1 to 5. Displays the message, "This is a high number." if the number is from 6 to 10. Write the Python code as efficiently as possible.
Q1. Write a program so that it asks for x and n values to calculates the sum of the following series and print the result from the main function; the x value should be float and n is integer. Note: Create two functions, Power (int, float) and Factorial (int), the main function will pass arguments to both functions and receive the retune values. x7 x" SUM = 1 + + 3! 5! (n-1)! 2!
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