Please send the solution to the problem given in the attachment.

If rank of matrix = order of the matrix then the nullity is 0 then we say the matrix is bijective , if it is Bijective ,hence The statement is correct , nd We can say if a matr...

if matrix is non singular that is det(A) not equal to zero then inverse of A exist

bijective word use in case of function....Matrix is not a function it is arrangment of elements in rectangular array....so here we use " singular" and " non singular"

if a Linear transformation T is bijective then inverse exist , converse is also true .