if `a=[(a,b),(c,d)]`; find `det(a.(adj(a))1`.
Published 6 years ago • 196 plays • Length 4:11
Download video MP4
Download video MP3
Similar videos
-
1:48
if `a = [[a, b], [c, d]]`; find `adja`
-
4:44
how to prove that det(adj(a))=(det(a))^n-1?
-
6:08
if `a` is `3 x 3` matrix and `det adj (a)= k` then `det (adj 2a)=`
-
3:58
verify a (adj a)=(adj a)a=|a|i[2 3 -4 -6]|determinants|matrices|ncert|solutions|2023-24|cbse|
-
9:49
verify a (adj a)=(adj a)a=|a|i[1 -1 2 3 0 -2 1 0 3]|determinants|matrices|ncert|solutions|23-24|cbse
-
13:15
properties of the transpose of a matrix, linear algebra tutorial
-
7:39
prove that the product of invertible matrices is invertible and (ab)^(-1) = b^(-1)a^(-1)
-
33:33
second order homogeneous recurrence relations || 4 solved examples ||case 1||case 2 ||case 3|| dms
-
0:18
determinant of a matrix class 9
-
1:22
linear algebra determinant proof det(a^(-1)) = (deta)^(-1)
-
2:03
if `a=[(a,b),(c,d)]`, then `adj(adja)` is equal to
-
1:26
if `a=[{:(3,2),(1,4):}]`, then what is a (adj a) equal to ?
-
2:25
if a is an invertible matrix, then (adj. a)^-1 is equal to (1) adj·(a^-1) (2) a/det . a (3) a (4)...
-
3:39
verify that a.adj a = |a|.i simple and good example(part-5)
-
2:51
if adj a = `[[-1,2,2],[1,1,2],[2,2,1]]`, find `a^(-1)` | class 12 maths | doubtnut
-
0:57
adjoint of 3x3 matrix
-
0:52
short trick to find adjoint of a matrix in 60 seconds
-
0:21
if a is a 3 × 3 matrix such that |5.adj a|=5, then |a| is equal to
-
0:24
🤣modi ji ne to math ki esi taisi kar diye🤣🙆🏻♂️ #shorts #youtubeshorts #viral
-
11:36
prove that |adja| = |a|^n-1 || property of adjoint matrix || determinant || 12th math
-
1:00
inverse of a matrix
-
3:17
properties of adjoint matrix| proof a adj (a)=adj (a) a=unit matrix × det(a)| part 1 | kamaldheeriya
Clip.africa.com - Privacy-policy