How do you do 7 and 8? 7:23 PM Sun Jan 307 0 © 24% OBackHowToThinkLikeAComputerScientist_LearningWithPython3_CSC_110.pdf* (7.)Write a fruitful function sum_to(n) that returns the sum of all integer numbers up to andincluding n. So sum_to(10) would be 1+2+3...+10 which would return the value 55.8.)Write a function area_of_circle(r) which returns the area of a circle of radius r.9. Write a non-fruitful function to draw a star, where the length of each side is 100 units. (Hint:You should turn the turtle by 144 degrees at each point.)10. Extend your program above. Draw five stars, but between each, pick up the pen, move forwardby 350 units, turn right by 144, put the pen down, and draw the next star. You'll get somethinglike this:enbookproject.net/thinkcs/python/english3e/functions.html[1/4/2012 9:37:06 PM]ons – How to Think Like a Computer Scientist: Learning with Python 3DashboardCalendarTo DoNotificationsM Inbox

7.)Write a fruitful function sum_to(n) that returns the sum of all integer numbers up to and including n. So sum_to(10) would be 1+2+3. ..+10 which would return the value 55. 8.)Write a function area_of_circle(r) which returns the area of a circle of radius r.

7.)Write a fruitful function sum_to(n) that returns the sum of all integer numbers up to and including n. So sum_to(10) would be 1+2+3. ..+10 which would return the value 55. 8.)Write a function area_of_circle(r) which returns the area of a circle of radius r.

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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Note: Please Answer in C++ only Chef and his little brother are playing with sticks. They have total N sticks. Length of ith stick is Ai. Chef asks his brother to choose any four sticks and to make a rectangle with those sticks its sides. Chef warns his brother to not to break any of the sticks, he has to use sticks as a whole. Also, he wants that the rectangle formed should have the maximum possible area among all the rectangles that Chef's brother can make. Chef's little brother takes this challenge up and overcomes it. Can you also do so? That is, you have to tell whether it is even possible to create a rectangle? If yes, then you have to tell the maximum possible area of rectangle. Input Output 1 5 12312