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.

The objective of this assignment is to familiarize students with application, importance and mathematical calculation in the field of computer graphics. Furthermore, students will learn transformation process of objects.

Important Requirements and Instructions
You are not allowed to copy it from internet. In that case, no reward will be awarded.
Same assignment of two or more students shall be considered cheating case.
Last date for submission is July 14, 2017. To avoid any inconvenience, please try to meet the deadline.
We will not accept assignment through email in any case. Be careful.

For any query about the assignment, contact at


Question Statement

Suppose, if a position vector X is represented by [x y z 1] and for a stated scenario the values of variable are x=6, y=3, and z=5 respectively .

You are required to apply the following transformation operation in a sequence.

Translate by 8, -5, 7 in x, y, and z respectively.
Rotate by +55° about x-axis (counter clockwise).
Rotate by +75° about y axis (counter clockwise).
You are required to represent the transformation matrices for each operation.

After calculating the individual matrices, you are required to represent the combined transformation matrix.

At the end, you are required to give the resultant position vector.

[10 Marks]

Note: Your explanation must justify enough for given marks for each part.

Your assignment must be uploaded/submitted at or before July 14, 2017.

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