Two buses, X and Y, start their journey at the same time on a 950 km route. Bus X gives a 1-hour break after every 3 hours' drive. So, it is at rest at the 4th, 8th, 12th, 16th, 20th, ... hours. Bus Y gives a 1-hour break after every 4 hours' drive. So, it is at rest at the 5th, 10th, 15th, 20th, 25th,... hours. You are given the speeds of the two buses Vx and V, as 80 and 75, respectively. Write a program that does the following: • Evaluate and display at the end of every hour the distance traveled by each bus. • When either one of the buses reach their destination, the evaluations terminate. Depending on whether X or Y or both reach their destination in the last hour, display one of the following messages before stopping (where n is the number of hours): o "Within hour n, bus X reaches its destination." o "Within hour n, bus Y reaches its destination." "Within hour n, both buses reach their destinations."

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
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Two buses, X and Y, start their journey at the same time on a 950 km route.
Bus X gives a 1-hour break after every 3 hours' drive. So, it is at rest at the 4th, 8th, 12th, 16th, 20th,
... hours.
Bus Y gives a 1-hour break after every 4 hours' drive. So, it is at rest at the 5th, 10th, 15th, 20th,
25th,... hours.
You are given the speeds of the two buses Vx and Vy as 80 and 75, respectively.
Write a program that does the following:
•
Evaluate and display at the end of every hour the distance traveled by each bus.
When either one of the buses reach their destination, the evaluations terminate.
Depending on whether X or Y or both reach their destination in the last hour, display one
of the following messages before stopping (where n is the number of hours):
o
"Within hour n, bus X reaches its destination."
"Within hour n, bus Y reaches its destination."
o "Within hour n, both buses reach their destinations."
Sample screen output:
After hour 1, X is at 80 km, Y is at 75 km.
After hour 2, X is at 160 km, Y is at 150 km.
After hour 3, X is at 240 km, Y is at 225 km.
After hour 4, X is at 240 km, Y is at 300 km.
After hour 5, X is at 320 km, Y is at 300 km.
After hour 6, X is at 400 km, Y is at 375 km.
After hour 7, X is at 480 km, Y is at 450 km.
After hour 8, X is at 480 km, Y is at 525 km.
After hour 9, X is at 560 km, Y is at 600 km.
After hour 10, X is at 640 km, Y is at 600 km.
After hour 11, X is at 720 km, Y is at 675 km.
After hour 12, X is at 720 km, Y is at 750 km.
After hour 13, X is at 800 km, Y is at 825 km.
After hour 14, X is at 880 km, Y is at 900 km.
Within hour 15, bus X reaches its destination.
I
Transcribed Image Text:Two buses, X and Y, start their journey at the same time on a 950 km route. Bus X gives a 1-hour break after every 3 hours' drive. So, it is at rest at the 4th, 8th, 12th, 16th, 20th, ... hours. Bus Y gives a 1-hour break after every 4 hours' drive. So, it is at rest at the 5th, 10th, 15th, 20th, 25th,... hours. You are given the speeds of the two buses Vx and Vy as 80 and 75, respectively. Write a program that does the following: • Evaluate and display at the end of every hour the distance traveled by each bus. When either one of the buses reach their destination, the evaluations terminate. Depending on whether X or Y or both reach their destination in the last hour, display one of the following messages before stopping (where n is the number of hours): o "Within hour n, bus X reaches its destination." "Within hour n, bus Y reaches its destination." o "Within hour n, both buses reach their destinations." Sample screen output: After hour 1, X is at 80 km, Y is at 75 km. After hour 2, X is at 160 km, Y is at 150 km. After hour 3, X is at 240 km, Y is at 225 km. After hour 4, X is at 240 km, Y is at 300 km. After hour 5, X is at 320 km, Y is at 300 km. After hour 6, X is at 400 km, Y is at 375 km. After hour 7, X is at 480 km, Y is at 450 km. After hour 8, X is at 480 km, Y is at 525 km. After hour 9, X is at 560 km, Y is at 600 km. After hour 10, X is at 640 km, Y is at 600 km. After hour 11, X is at 720 km, Y is at 675 km. After hour 12, X is at 720 km, Y is at 750 km. After hour 13, X is at 800 km, Y is at 825 km. After hour 14, X is at 880 km, Y is at 900 km. Within hour 15, bus X reaches its destination. I
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