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welcome dear !!
There is a matrix C such that CA = I_{2}. is question main hm C matrix kis tarah ka ly gy ta ky hm is ko prove kr saky?
students share your marks of 1st assignment ..
mine 17/20
i got 18/20..Alhamdulillah..
and once again thanks evergreen for the discuss with us as well help..
Blessed!
hmmm... good
thanks dear !!
kindly share solution
(a) The linear transformation is one-to-one. xàAx
Ans:
(g) The equation Ax = b has at least one solution for each b in R2.
(h) The columns of A span R_{2}.
(i) The linear transformation maps R2 onto R2 xàAx
(j) There is a matrix C such that CA = I_{2}.
(k) There is a matrix D such that AD = I_{2}
(l) A^{T} is an invertible matrix.
mery bhe ab 18/20 han Alhumdulillah !! mainy sir ko mail ki thi again check karny ki request ki thi to sir nay 1 number increase kar dya :)
Welldone..
(a) The linear transformation is one-to-one. xàAx
Ans:
(g) The equation Ax = b has at least one solution for each b in R2.
(h) The columns of A span R_{2}.
(i) The linear transformation maps R2 onto R2 xàAx
(j) There is a matrix C such that CA = I_{2}.
(k) There is a matrix D such that AD = I_{2}
(l) A^{T} is an invertible matrix.
plz malika give soltion of these
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