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Prompts the user to enter an even integer (n) which is divisible by 4. Prompt the user to enter n integer values that represent the coordinates of the points in the 2D plane which means we have n/2 points. save the coordinates of the points in a 2D array where duplicates are NOT allowed. • Use every two points to get the line equation that pass through these two points. For example in the figure provided, 4 line equations will be constructed where every point is used only once. The equation of the line is : y= mx + b where m is the slope and computed as m = (yz-yı)/ (x2-X1) and the y intercept is computed as b=-mx1 +yı - Design a menu to the user so that he can choose from as follows where the menu is presented to user as long as he does not select 6: 1. Get points 2. Display points 3. Shuffle points 4. Display line equations 5. Display right most lowest point (Hint : refer to Q8.34) 6. Display slope of lines 7. Display Quadrant of each point 8. Exit Get the Quadrant where each point in the array lie. For example, (1,-3) lies in the 4th quadrant.

Prompts the user to enter an even integer (n) which is divisible by 4. Prompt the user to enter n integer values that represent the coordinates of the points in the 2D plane which means we have n/2 points. save the coordinates of the points in a 2D array where duplicates are NOT allowed. • Use every two points to get the line equation that pass through these two points. For example in the figure provided, 4 line equations will be constructed where every point is used only once. The equation of the line is : y= mx + b where m is the slope and computed as m = (yz-yı)/ (x2-X1) and the y intercept is computed as b=-mx1 +yı - Design a menu to the user so that he can choose from as follows where the menu is presented to user as long as he does not select 6: 1. Get points 2. Display points 3. Shuffle points 4. Display line equations 5. Display right most lowest point (Hint : refer to Q8.34) 6. Display slope of lines 7. Display Quadrant of each point 8. Exit Get the Quadrant where each point in the array lie. For example, (1,-3) lies in the 4th quadrant.

Computer Networking: A Top-Down Approach (7th Edition)
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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a java program that: Prompts the user to enter an even integer (n) which is divisible by 4. • Prompt the user to enter n integer values that represent the coordinates of the points in the 2D plane which means we have n/2 points. save the coordinates of the points in a 2D array where duplicates are NOT allowed. • Use every two points to get the line equation that pass through these two points. For example in the figure provided, 4 line equations will be constructed where every point is used only once. The equation of the line is : y mx + b where m is the slope and computed as m = (y2-yı)/ (x2-X1) and the y intercept is computed as b= -mx1 + yı - Design a menu to the user so that he can choose from as follows where the menu is presented to user as long as he does not select 6: 1. Get points 2. Display points 3. Shuffle points 4. Display line equations 5. Display right most lowest point (Hint: refer to Q8.34) 6. Display slope of lines 7. Display Quadrant of each point 8. Exit Get the Quadrant where each point in the array lie. For example, (1,-3) lies in the 4th quadrant.
Transcribed Image Text:a java program that: Prompts the user to enter an even integer (n) which is divisible by 4. • Prompt the user to enter n integer values that represent the coordinates of the points in the 2D plane which means we have n/2 points. save the coordinates of the points in a 2D array where duplicates are NOT allowed. • Use every two points to get the line equation that pass through these two points. For example in the figure provided, 4 line equations will be constructed where every point is used only once. The equation of the line is : y mx + b where m is the slope and computed as m = (y2-yı)/ (x2-X1) and the y intercept is computed as b= -mx1 + yı - Design a menu to the user so that he can choose from as follows where the menu is presented to user as long as he does not select 6: 1. Get points 2. Display points 3. Shuffle points 4. Display line equations 5. Display right most lowest point (Hint: refer to Q8.34) 6. Display slope of lines 7. Display Quadrant of each point 8. Exit Get the Quadrant where each point in the array lie. For example, (1,-3) lies in the 4th quadrant.
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