07-24-2017, 06:20 PM

MTH501 Linear Algebra

Assignment # 2 Solution

Spring 2017

Question # 1:

Find a basis for the row space and column space of given matrix.

Question # 2

Determine whether -2 is an eigenvalue of given matrix.

Question # 4

If A is the given matrix then find an invertible matrix P such that. P^-1AP = D (diagonal matrix)

Solution:

Download attached file for the Solution.

Assignment # 2 Solution

Spring 2017

Question # 1:

Find a basis for the row space and column space of given matrix.

Question # 2

Find the Eigen vector(s) of the given matrix.

Question # 3Determine whether -2 is an eigenvalue of given matrix.

Question # 4

If A is the given matrix then find an invertible matrix P such that. P^-1AP = D (diagonal matrix)

Solution:

Download attached file for the Solution.

**Attached Files**

MTH501 Assignment Solution.docx (Size: 193.78 KB / Downloads: 63)