matrix represenatation [7]% for the linear transformation T : R2 - R2 defined bywith respect to the ordered basesFirst find T(uj) and T(u2), the images of each of the basis vectors in 98

matrix represenatation [7]% for the linear transformation T : R2 - R2 defined bywith respect to the ordered basesFirst find T(uj) and T(u2), the images of each of the basis vectors in 98."Create the augmented matrix D, whose columns are the ordered basis of C followed*by the image of the ordered basis of B.D = [1 2 3 7; 4 3 -1 -1]"Row reduce the augmented matrix to get [I | T_Btoc]. Use "format rat" to view valuesXas rational numbers, if desired.temp = rref(D)format ratT_Btoc = temp(: , 3:4)For this actvity, find the matrix represenatation [7]% for the linear transformation 7 : IR3 - R2 defined bywith respect to the ordered basesScriptSave C Reset BB MATLAB Documentation1 %Create the augmented matrix D, whose columns are the ordered basis of C followed2 %by the image of the ordered basis of B.%Row reduce the augmented matrix to get [I | T_BtoC]. Store the transformationAmatrix in T Btoc.