Hence proved, low Quality but high knowledge Thank you mam Sem 1st se computer organization ki video se aapka Channel mila aur ab 4th sem me Computer graphics me mene sab Channel ko chhor ke aapka video dekha And as always best Thanks
Def, In this Homogeneous coordinate , we represents the 3x3 transformation matrix instead of 2x2 transformation matrix to add dummy co-ordinate which is called homogeneous co-ordinate system. Thank uh mam.. for this wonderful tutorials.
it is helping me a lot for studying at time of exams !! just by seeing ur vedios i csn feel i can sore good for tomorrow's paper thank u so much mam!! i was poor in cg but now because of u i can score !!
Is video se colleges ke teachers ko bhi kuch Sikhna chahiye.. agar wo log bhi classroom me itne ache se book content ko HINDI me samjha de.. to students ko kuch ache se samajh me bhi aayega... to un teachers ka result bhi acha jayega.. par college ke teachers se ye itna sa Kaam bhi nhi ho pata.. aur pta nhi Hindi bolne me sharm kyu aati h unhe..
Mam just one thing i want to know, aapne jo issey pehle numericals solve kiye the usme bhi (x,y,1) le kr hi kiya tbhi matrix me niche (1 1 1) likh rhe the
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Computer Graphics Full Course th-cam.com/play/PLUhebcqFf6aEgf-t1yJ_75wix-lH23Ed1.html
Hence proved, low Quality but high knowledge
Thank you mam
Sem 1st se computer organization ki video se aapka Channel mila aur ab 4th sem me Computer graphics me mene sab Channel ko chhor ke aapka video dekha
And as always best
Thanks
Def,
In this Homogeneous coordinate , we represents the 3x3 transformation matrix instead of 2x2 transformation matrix to add dummy co-ordinate which is called homogeneous co-ordinate system.
Thank uh mam.. for this wonderful tutorials.
thanks ......please go to cg playlist of my channel
Very nice explanation. Straight to the point. Thank you. I hope u cover all the basic graphics syllabus ASAP.
thanks....yes I will cover
SUCH A HELPFUL VIDEO.... SAVED MY 7 MARKS IN TODAY EXAM... THANKS A LOT..! :)
welcome ..for more videos watch playlist of my channel..like and share
nice explanation. you new generation lecturers are much better than the Old ones.
Thanx..for more videos on C C++ DS OS CG go to playlist of my channel...by clicking on channel name
it is helping me a lot for studying at time of exams !! just by seeing ur vedios i csn feel i can sore good for tomorrow's paper thank u so much mam!! i was poor in cg but now because of u i can score !!
welcome Neel.... God bless u
mam...give an example plz..it will be bttr to understand...!
very nice video and this video very helpful thank you so much........... madam ji
welcome.for more videos go to playlist..plz like and share
nicely explained mam...thanks
Jazkalla o Khairan kaseera mam....may Allah bless u
Thanks.. and welcome
Nice explanations madam
U look good without specs , nic vid it helped me a lot...
Discuss the matrix representation for transformation operations?. in this question what am explain
fantastic mam
Nice...👌👌👌
Great mam thnx alote
Is video se colleges ke teachers ko bhi kuch Sikhna chahiye.. agar wo log bhi classroom me itne ache se book content ko HINDI me samjha de.. to students ko kuch ache se samajh me bhi aayega... to un teachers ka result bhi acha jayega.. par college ke teachers se ye itna sa Kaam bhi nhi ho pata..
aur pta nhi Hindi bolne me sharm kyu aati h unhe..
Ankur Malhotra
Gnd mare h saare saale
last five minute was good
I have a doubt Mam can u explain me why u have take 0 and 1 in matrix form ? Mam plz explains me ...
Thx mam you will explain very easily
welcome..
At time 2:47 you write scaling matrix is it right ?
u r best teacher
Cool
Mam just one thing i want to know, aapne jo issey pehle numericals solve kiye the usme bhi (x,y,1) le kr hi kiya tbhi matrix me niche (1 1 1) likh rhe the
plz watch all video on transformation it will be clear
Thanks mam
shouldn't the scaling matrix be row 1,R1 = [sx,0] and row 2 ,R2 = [0,sy]? at 2:56
Thanku tanku always .......unstopable
welcome and for more videos go to playlist
Thank you very much mam.
u welcome
Mam very nice explanation
Good mam👍👍
welcome
Thnx a lot.
Welcome
aoa plz help me this topic : bundle attribute
For complete tutorial on CG C C++ DS OS UGC NET click on channel name. zeenat hasan and watch playlist
gud
Wonderful....
welcome
Nice cover up mam... but little confussion in scaling identification matrix
thanks
2D homogeneous transformation matrix for rotation about any fix point other thean origin pls explain
watch my video on this concept "Numerical on composite Transformation"
thank u ma'am.........
welcome keep learning
thanks
welcome
Thnku mam
u welcome
Thanks
welcome..
Thx💛
u welcome
what language is this?
Good explanation
Welcome..for more videos on C C++ DS OS CG go to playlist of my channel...by clicking on channel name
Thanks MAM
welcome....please like and share these videos
There is mistake in scaling transformation eq...... But tq MAM for the elaborating the transformation
who is after sundeep sir video lag :P
hahahahahaah nice
Plz mam give an example .
Thnx mam
Welcome for more videos go to playlist of my channel
welcome....please like ans share these videos
Ok I will ..Mam actually mera exam hai ..Computer graphics ka ..BCA..Ka aur aapka vidio mere liye revision ka kam kr rhi h..
Best of luck
@@ZeenatHasanAcademy thanku mam
Main video started at 6.35
Video quality is not good
Thank you, soo much mam
welcome