Write a function that receives the left, bottom, right and top coordinates of two rectangles, and then computes the perimeter of their intersection. The function returns 0 if there is no intersection between the two rectangles. The rectangles are given as follows: intersection(1l1,b1,r1,t1,12,b2,r2, t2) where, 11 -> left of rectangle 1 b1 -> bottom of rectangle 1 r1 -> right of rectangle 1 t1 -> top of rectangle 1 12 -> left of rectangle 2 b2 -> bottom of rectangle 2 r2 -> right of rectangle 2 t2 -> top of rectangle 2 For example, intersection (0,0,5,5,3,3,7,7) will return 8, because: 7 +- 5 +---B 3 A----D-- 0 3 5 7 the perimeter of the shaded area is 8 units: A-B : 2 units B-C : 2 units C-D : 2 units D-A : 2 units Total: 8 units def intersection(11.b1.rl.t1.12.b2.r2.t2):
Write a function that receives the left, bottom, right and top coordinates of two rectangles, and then computes the perimeter of their intersection. The function returns 0 if there is no intersection between the two rectangles. The rectangles are given as follows: intersection(1l1,b1,r1,t1,12,b2,r2, t2) where, 11 -> left of rectangle 1 b1 -> bottom of rectangle 1 r1 -> right of rectangle 1 t1 -> top of rectangle 1 12 -> left of rectangle 2 b2 -> bottom of rectangle 2 r2 -> right of rectangle 2 t2 -> top of rectangle 2 For example, intersection (0,0,5,5,3,3,7,7) will return 8, because: 7 +- 5 +---B 3 A----D-- 0 3 5 7 the perimeter of the shaded area is 8 units: A-B : 2 units B-C : 2 units C-D : 2 units D-A : 2 units Total: 8 units def intersection(11.b1.rl.t1.12.b2.r2.t2):
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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