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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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kia koi question 1 and 3 ka solution ya hints share karna chahyee ga?
i just need the answer of:
"At the end, you are required to give the resultant position vector."
resultant position vector kesy likhna hai ye bta dy koi plz
same here :
resultant position vector.
no solution till now
ass check sab khud kar lyen ke sahi solution ha ya nahi
Friend ye sirf question 2 ka solution ha,
1 or 3 ka kahan ha????
aaj extended day ha.
plz full solution koi send kry
is men teeno matrices individually find kr li hn inki combined matrix bna len or resultant position vector nikal len thanks
resultant vector ka formula g agr share kr den Bakhtawar, apki mehrbani ha.
i think so the solution is wrong
how it is wrong??