3D rotation | Computer graphics | Lec-27 | Bhanu Priya

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Computer graphics (CG)
3D rotation
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Great work ma'am big fan and student of you I clear my all paper by taking your classes 😍😇🙌🙌🙌

krishgupta
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Very Good explanation: simple, fast, and understood.

imanhasan
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y axis points are wrong
you put y instead of z

aravindanand
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ma'am @bhanu Priya jb y-axis k along rotate krenge to y ko kyu use krenge doubt h..

affansheikh
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find the transformation equation for a 90° rotation about the z axis

MonirulAhmed
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using matrix find the transformation equation for a 90° degree rotation about the z axis of cartesian coordinate system

MonirulAhmed
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8:33 you are wrong in z`=zcosTHETA - xsinTHETA is true

aadarshkunwar
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Rotation around the Z axis Anti Clockwise should be different

amankhanna
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Y axis mey z sin thita plus x cos thita kyu huwa

aadarshb.k.
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New coordinate is (x1, y1, z1)..
X axis:
X1=x
Y1=y cos theta - z sin theta
Z1=z cos theta + y sin theta..
Y axis:
X1= x cos theta - z sin theta
Y1= y
Z1= z cos theta + x sin theta
Z axis:
X= x cos theta - y sin theta
Y= y cos theta + x sin theta
Z= z
In 2d
X'= x cos theta - y sin theta
Y'= y cos theta + x sin theta
I don't know I'm just written In my understanding..if it's wrong please correct me....

ArmyStay-vooe
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you are so genius what tips do you use to learn all this...??

libenhailu
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how do we arrived at 8, 9, 9, ? thanks

LUKMANMNURA
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Yeh matrix table kaise bni ise toh explain krdo?

hritikrawat
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Mam there is a mistake in Y axis rotation

kartheeknavamani
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Confused in row & col major matrix and clockwise & anti clockwise matrix.

ishachopra
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Bad lecture this is about 2d rotation in 3 dimensions and what is with the fourth coordinate it is just one. Disappointing

hsinghal
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can u please stop teaching because u r not explaining this just are memorizing by it urself

jayantyadav
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hello pls dont teach students wrong very bad explanation

jishnuck
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First you learn care fully and then teach us because the reason at y-axis ka z' = mistake kiye ho ap @bhanupriya @education4u

sahealam