IGNOU MMTE 4 SOLVED ASSIGNMENT

MMTE 4 Solved Assignment

MMTE 4: Computer Graphics

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Title Name IGNOU MMTE 4 SOLVED ASSIGNMENT
Type Soft Copy (E-Assignment) .pdf
University IGNOU
Degree MASTER DEGREE PROGRAMMES
Course Code MSCMACS
Course Name M.Sc. Mathematics with Applications in Computer Science
Subject Code MMTE 4
Subject Name Computer Graphics
Year 2025
Session -
Language English Medium
Assignment Code MMTE 4/Assignment-1/2025
Product Description Assignment of MSCMACS (M.Sc. Mathematics with Applications in Computer Science) 2025. Latest MMTE 04 2025 Solved Assignment Solutions
Last Date of IGNOU Assignment Submission Last Date of Submission of IGNOU BEGC-131 (BAG) 2025-26 Assignment is for January 2026 Session: 30th September, 2026 (for December 2025 Term End Exam).

Semester Wise
January 2025 Session: 30th March, 2026 (for June 2026 Term End Exam).
July 2025 Session: 30th September, 2025 (for December 2025 Term End Exam).
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MMTE 4 2025 - English

Assignment

Course Code: MMTE-004

Assignment Code: MMTE-004/TMA/2025

Maximum Marks: 100

1. a) Have you used or seen used computer graphics in day-to-day life? How? Explain.

b) Explain the difference between the random scan and raster scan display devices.

c) Consider a non-interlaced raster system with resolution 1024 x1248 , and retrace rate of 40 frames per second. While displaying a frame, an electron beam spends 2 micro seconds in horizontal retrace, and 100 micro seconds in vertical retrace. Compute the fraction of the total refresh time per frame in retracing of the electron beam.

2. a) Modify the program given in Listing 1 of Unit 2 at page 25 of your SLM to draw the following shape

Image ignouassignments-ignouacademy-com-ignou-mmte-4-solved-assignment-html-p-ignou-34443

b) Compute the pixel positions along the line path of the line joining the points A(-1, 1) and B(7, 9) using the DDA Algorithm.

c) Write a C program to plot the cosine function from 0 to 2π, taking symmetry into consideration.

3. a) Write the formula for the cubic Bezier curve with control points P0 (0, 1), P1 (4, 8), P2 (5, -1) and P4 (7, 3).

b) Describe the Odd-Even rule and winding number rule with the help of an example. (

c) Implement the Boundary Fill Algorithm for an 8 -connected region.

d) Explain how will you generate a character using outline font method.

4. a) What will be the new coordinates of the quadrilateral with vertices (0, 2), (3, 2), (-1, 0) and (2, 0), when it is reflected about the y -axis, and then sheared in the x -direction by a factor of -2?

b) Find the normalisation transformation that maps a window with opposite corners at (2, 1) and (6, 8) to a viewport that is the entire normalized device screen.

c) Given the clipping window with corners at (0, 2) and (10, 8), trace the CohenSutherland line clipping algorithm for the triangle with vertices (4, -1), (8, 4) and (6, 10).

5. a) Find the uniform cubic B-spline curve generated by the control points (4, 2), (5, -2), (10, 5), (15, -1).

b) Do 3D translation and scaling commute with each other? Justify.

c) Suppose your camera is located at (8, 2, 0) and you are looking at (4, 1, 0). If the viewup vector is (1, 4, -1), then how will you transform the scene from the world coordinate system to viewing coordinate system?

6. a) Find the coordinates of all the corners of a cube whose two opposite corners have coordinates (1, 1, 1) and (5, 5, 5). What will be the image of this cube under an oblique parallel projection with α = φ = 45o ? Justify.

b) Write a C program to draw a wireframe model of an octahedron

c) Explain the difference between the OpenGL functions glFrustum ( ) and gluPerspective ( ).

d) Using Liang-Barsky line clipping algorithm, clip the rectangle PQRS with coordinates P(2 3), Q(6, 3), R(6, 4), S(2, 4) against the clip window with opposite corners at (1, 0) and (4, 6).

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IGNOU MSCMACS Assignments Jan - July 2025 - IGNOU University has uploaded its current session Assignment of the MSCMACS Programme for the session year 2025. Students of the MSCMACS Programme can now download Assignment questions from this page. Candidates have to compulsory download those assignments to get a permit of attending the Term End Exam of the IGNOU MSCMACS Programme.

Download a PDF soft copy of IGNOU MMTE 4 Computer Graphics MSCMACS Latest Solved Assignment for Session January 2025 - December 2025 in English Language.

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If you’ve arrived at this page, you’re looking for a free PDF download of the IGNOU MSCMACS Solved Assignment 2025. MSCMACS is for M.Sc. Mathematics with Applications in Computer Science.

IGNOU solved assignments are a set of questions or tasks that students must complete and submit to their respective study centers. The solved assignments are provided by IGNOU Academy and must be completed by the students themselves.

Course Name M.Sc. Mathematics with Applications in Computer Science
Course Code MSCMACS
Programm Courses
Language English

 

 

 
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