*DONOT USE CHATGPT, please put comments so i can understand. It’s a C language program with algorithm. Problem 2: Let's assume that you could travel to the Moon by car traveling at 100 km/h.How long would that take to get there? How about going to Mars or Venus? If you gothere by rocket with a higher speed, it would obviously take less time.To solve this problem you will need to write three user-defined functions, one for eachdestination. Each of the functions will take the traveling speed in km/h as the argumentand give the time (in hours) it will take to get to the destination.Note that because there are minimum (perigee) and maximum (apogee) distances betweenthe Earth, the Moon, Mars and Venus, you will need to calculate the minimum andmaximum travel times so the three functions will each produce two results.Distances:Earth to Moon > Perigee: 363,104 km. Apogee: 405,696 kmEarth to Mars > Perigee: 54.6 million km. Apogee: 401 million kmEarth to Venus > Perigee: 38 million km. Apogee: 261 million kmWrite a C program that will present a menu with four options:1. Traveling to the Moon2. Traveling to Mars3. Traveling to Venus4. Exit program.You will ask the user for the traveling speed after the user has chosen options 1, 2 or 3. Yourprogram must keep presenting the menu until the user chooses option 4.Run your program with the following speeds: 100 km/h (car), 500 km/h (airplane), and41000 km/h (rocket).

1. Start2. Display menu alternatives: - "Traveling to the Moon" - "Traveling to Mars" -…

Write a C program that will present a menu with four options: 1. Traveling to the Moon 2. Traveling to Mars 3.Traveling to Venus 4. Exit program. You will ask the user for the traveling speed after the user has chosen options 1, 2 or 3. Your program must keep presenting the menu until the user chooses option 4. Run your program with the following speeds: 100 km/h (car), 500 km/h (airplane), and 41000 km/h (rocket).

Write a C program that will present a menu with four options: 1. Traveling to the Moon 2. Traveling to Mars 3.Traveling to Venus 4. Exit program. You will ask the user for the traveling speed after the user has chosen options 1, 2 or 3. Your program must keep presenting the menu until the user chooses option 4. Run your program with the following speeds: 100 km/h (car), 500 km/h (airplane), and 41000 km/h (rocket).

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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*DONOT USE CHATGPT, please put comments so i can understand. It’s a C language program with algorithm.

Problem 2: Let's assume that you could travel to the Moon by car traveling at 100 km/h.
How long would that take to get there? How about going to Mars or Venus? If you go
there by rocket with a higher speed, it would obviously take less time.
To solve this problem you will need to write three user-defined functions, one for each
destination. Each of the functions will take the traveling speed in km/h as the argument
and give the time (in hours) it will take to get to the destination.
Note that because there are minimum (perigee) and maximum (apogee) distances between
the Earth, the Moon, Mars and Venus, you will need to calculate the minimum and
maximum travel times so the three functions will each produce two results.
Distances:
Earth to Moon > Perigee: 363,104 km. Apogee: 405,696 km
Earth to Mars > Perigee: 54.6 million km. Apogee: 401 million km
Earth to Venus > Perigee: 38 million km. Apogee: 261 million km
Write a C program that will present a menu with four options:
1. Traveling to the Moon
2. Traveling to Mars
3. Traveling to Venus
4. Exit program.
You will ask the user for the traveling speed after the user has chosen options 1, 2 or 3. Your
program must keep presenting the menu until the user chooses option 4.
Run your program with the following speeds: 100 km/h (car), 500 km/h (airplane), and
41000 km/h (rocket).

Process or set of rules that allow for the solving of specific, well-defined computational problems through a specific series of commands. This topic is fundamental in computer science, especially with regard to artificial intelligence, databases, graphics, networking, operating systems, and security.

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