Qualification > Math
TRansformations
Priceless:
--- Quote from: eddie_adi619 on May 17, 2009, 12:54:28 pm ---hey thanks a lot shan....
@priceless and reishamix
i wud like to learn the base vectors method ..plzz.
it wud very kind of u to teach me..
thank you
--- End quote ---
Lol ya sure np. umm ok here v go.
Reflection:
1. reflection in ml y=x it's (0 1)
(1 0)
2. refelction in ml y=-x itz (0 -1)
(-1 0)
3. refelction in x-axis itz (1 0)
(0 -1)
4. reflection in y-axis itz (-1 0)
(0 1)
Rotation
1. rotation +90 degrees(anticlockwise) around centre(0,0) itz (0 -1)
(1 0)
2. rotation -90 degrees(clockwise) around centre (0,0) itz (0 1)
(-1 0)
3. rotation 180 degrees around centre (0,0) itz (-1 0)
(0 -1)
Enlargement
1. centre (0,0) wer k=scale factor, itz (k 0)
(0 k)
Shear
1. x invariant with x-axis wer k=scale factor (1 k)
(0 1)
2. y invariant with y-axis wer k=scale factor (1 0)
(k 1)
Stretch
1. x invariant with y-axis wer k=scale factor (1 0)
(0 k)
2. y invariant with x-axis wer k=scale factor (k 0)
(0 1)
phew don't LOL i no itz a lot but once u no dem itz rely easy. u can du ur sums very easily den widout doin da point co ordinate thng. once u no wat da transformation is eddie_adi619 u ll no wat da matrix is also. gud luck 2 all 4 ur xams hope v all du well.
Priceless:
i hope u understand dem n hope i helped. gud luck evry1!!! ;)
sweetsh:
NOO!
I was just typing those things when you posted it!
Priceless:
LOL sory. can u just explain me da shear n stretch base vectors. i no dem but dont get dem....pls help sweetsh.
SGVaibhav:
have to say lol ;D
when it is parallel to x axis, then y axis is parallel
and vice versa
but then howcome
how come in shear
when it is parallel to x axis, x axis is invariant. how :S??????
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