CS602 Assignment No 1 Spring 2017
Here we have CS602- Computer Graphics Assignment No. 01 Solution and discussion Spring 2017. CS602 Assignment Due Date is May 4, 2017.
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CS602 Assignment No 1 Solution and discussion Spring 2017 |
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It should be clear that your assignment will not get any credit (zero marks) if:
Answer the following questions. Each question carry equal marks:
CS602 Assignment Instructions
Please read the following instructions carefully before solving & submitting assignment:It should be clear that your assignment will not get any credit (zero marks) if:
- The assignment is submitted after due date.
- The submitted assignment does not open or file corrupt.
- The assignment is fully or partially copied (from other student, handouts or internet).
- Student ID is not mentioned in the assignment File or name of file is other than student ID.
- The assignment is not submitted in .doc /.docx(MS Word) format.
Answer the following questions. Each question carry equal marks:
CS602 Assignment Question no 1
A system has a resolution of 800 * 720.
For a given pixel P(x, y) = (300, 450), you are required to calculate the address of pixel P in this system.
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5 Marks
CS602 Assignment Question no 2
How much time is spent scanning across each row of pixels during screen refresh on a raster system with resolution of 1280*800 and a refresh rate of 70 frames per second?
5 Marks
CS602 Assignment Deadline:
Your assignment must be uploaded/submitted at or before May 4, 2017.
CS602 Assignment 1 Solution Spring 2017
You can read and Download Cs602 Assignment solution from the link below:
CS602 Assignment Question No 1 Solution
To find the address of a pixel we use the formula:
Addr(X,Y) = addr(0,0) + Y rows *( Xm +1) + X
Addr(X,Y) = addr(0,0) + 450*800 + 300
Addr(X,Y) = 360000 + 300
Addr(X,Y) = 360300
CS602 Assignment Question No 2 Solution
Scan time = 1/ No. of Frames (unit is sec).
Total number of lines in 70 frames = 70 * 800 = 56000 lines in 70 frames
Scan time = 1 / 56000 = 17.86 microseconds.
Note: Your explanation must justify enough for given marks for each part.
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