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Akshay Kumar,Sreenidhi Institute of science and Technology,Student | Akshay Kumar,Sreenidhi Institute of science and Technology,Student |
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Raghav ,Sreenidhi Institute of science and Technology,Student | Raghav ,Sreenidhi Institute of science and Technology,Student |
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Murthy ,Sreenidhi Institute of science and Technology,Student | Murthy ,Sreenidhi Institute of science and Technology,Student |
Book
Linear Algebra
Author
Gilbert Strang
Edition
/*given A=[[1,2],[3,6]], m=n=2, r=1*/ A=matrix([[1,2],[3,6]]) A.columns() m=A.nrows() n=A.ncols() m==n r=A.rank() r x=matrix([[-2],[1]]) x y=matrix([[-3],[1]]) y r==m r==n B=(A.transpose()*A) k=B.det() print "B:",k C=(A*A.transpose()) l=C.det() print "C:",l print "So for given matrix one sided inverses doesn't exist \n A =\n",A
Solution by:
- Akshay Kumar,Sreenidhi Institute of science and Technology,Student Raghav ,Sreenidhi Institute of science and Technology,Student Murthy ,Sreenidhi Institute of science and Technology,Student