File C:/Users/User/Desktop/Spring%2022/0OP/COMP2202_SP2022_HW1_Problem.pdf Gmail O YouTube A Maps لوحة المعلومات - D Page view A Read aloud O Add text V Draw Y Highlight O Erase of 3 Introduction: The equation of a straight line is written as y = mx + b where m is the slope of the line and b is the value of y when x = 0. If there are two coordinate points of the line are given, then it is very easy to compute the line equation. Also you can find the distance between two points. Problem: Write a program to compute lines equation for a set of lines. The number of lines is read from the user. Each line is computed by generating two points randomly using Point2D API. In addition, distance between two points is computed. The program should display a table which include all information about each line. See sample runs below. Take into consideration: 1. Number of generated lines should be greater than zero. 2. Two point objects are constructed only once. Then just update the location of two points for each line using Point2D API methods. 3. x and y values of each point are generated randomly to be less than 100 and greater than 0. 4. Compute the distance between two points using Point2D API methods. 5. A line has two special cases: horizontal line (m = 0), vertical line( m is undefined). Activate Windows Go to Settings to activate Window
Write a program to compute lines equation for a set of lines. The number of lines is read
from the user. Each line is computed by generating two points randomly using
Point2D API. In addition, distance between two points is computed. The program should
display a table which include all information about each line. See sample runs below.
Take into consideration:
1. Number of generated lines should be greater than zero.
2. Two point objects are constructed only once. Then just update the
location of two points for each line using Point2D API methods.
3. x and y values of each point are generated randomly to be less than 100
and greater than 0.
4. Compute the distance between two points using Point2D API methods.
5. A line has two special cases: horizontal line (m = 0), vertical line( m is
undefined).
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