Assume you wish to shrink an object centered on the origin to half its size, rotate it 90 degrees around the y axis, and translate it from the origin to the coordinates (10, 10, 0). Assuming each of the three transformations are stored in arrays named scale, rotate, and translate respectively, give a multiplication sequence that will perform the operations on the vertices of the object (in a vec4 named position). What would happen differently if you reversed the order of your multiplication?
Assume you wish to shrink an object centered on the origin to half its size, rotate it 90 degrees around the y axis, and translate it from the origin to the coordinates (10, 10, 0). Assuming each of the three transformations are stored in arrays named scale, rotate, and translate respectively, give a multiplication sequence that will perform the operations on the vertices of the object (in a vec4 named position). What would happen differently if you reversed the order of your multiplication?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Assume you wish to shrink an object centered on the origin to half its size, rotate it 90 degrees around the y axis, and translate it from the origin to the coordinates (10, 10, 0). Assuming each of the three transformations are stored in arrays named scale, rotate, and translate respectively, give a multiplication sequence that will perform the operations on the vertices of the object (in a vec4 named position). What would happen differently if you reversed the order of your multiplication?
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