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Liang-Barsky clipping algorithm computes _______ number of intersections than NLN line clipping.

Liang-Barsky clipping algorithm computes _______ number of intersections than NLN line clipping. Correct Answer more

One of the problems common to both the Cohen-Sutherland and the Liang-Barsky algorithm is that more intersections are computed than necessary.

Related Questions

Cohen Sutherland clipping algorithm computes _______ number of intersections than NLN line clipping.
Which of the following is the correct full form of the NLN line clipping algorithm?
What is full form of NLN line clipping algorithm?
Greiner Hormann Clipping Algorithm is more efficient than the Vatti Clipping Algorithm.
Fast clipping algorithm is an example of ____________ clipping algorithm.
Neha and Sneha each own a boutique. They both sell a dress of Rs 3200, neha computes profit on cost price and sneha computes on selling price. They end up making profit of 20% respectively. By how many Rs is sneha’s profit more than neha?
Two merchants sell an article for Rs. 2,000 each. Merchant P computes his profit on cost price while Merchant Q computes his profit on selling price. Both make a profit of 25% each. By how many rupees is the actual profit made by Q more than that made by P?
Two traders sell, each an article for Rs. 2100. If traders A computes his profit on cost price, while trader B computes his profit on selling price, they end up making profits of 16.67 % respectively. By how much is the profit made by trader B greater than that of trader A?
A certain computation generates two arrays a and b such that a[i]=f(i) for 0 ≤ i < n and b[i] = g (a[i] ) for 0 ≤ i < n. Suppose this computation is decomposed into two concurrent processes X and Y such that X computes the array a and Y computes the array b. The processes employ two binary semaphores R and S, both initialized to zero. The array a is shared by the two processes. The structures of the processes are shown below. Process X: private i; for (i=0; i
Given below are three quantities named A, B and C. Based on the given information, determine the relation among the three quantities. Total number of pupils in three classes of a school is 1288. The ratio of children in three classes X, Y, Z is 39 : 64 : 58. In class X number of boys are 26 less than number of girls. Number of boys in class Y is 67.83% more than the number of boys in class X. And, girls in class Z are 25.36% less than the number of girls in class Y. (In calculating number of boys and girls, the decimal value must be rounded off to nearest whole number). Quantity A: Number of boys in class Z. Quantity B: Number of girls in class X. Quantity C: Number of girls in class Y.