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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.
Note: Your explanation must justify enough for given marks for each part.
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Some one please come and discuss the assignment
plz koe to assignment cs 602 ka solution send kr de
Plz see lecture no. 17 & 18
ii- rotation about x-axis
is this right or wrong plz comments
is it right or wrong
Can any one know how to make the combined transformation matrix and to give the resultant position vector.
ye link h yahan bataya h ink formulas ko
the multiplication which u did in the second last step is wrong. You mixed the rows and columns.
plz some body post complete right solution plz plz plz
shaid kisi ne attempt hi nhi kiya