Posted by **Mike** on Thursday, July 23, 2009 at 6:07pm.

Solve the matrix equation AX =B for X using:

A= [ 2 -3] B= [4 ]

[ 1 5] [2 ]

(theres a blank space between the 4 and the 2)

- Finite Math -
**Reiny**, Thursday, July 23, 2009 at 6:37pm
I found the inverse of A to be

5/13 3/13

-1/13 2/13

so

A^{-1} A X = A^{-1</sup B
X =
│ 5/13 3/13││4│
│-1/13 2/13││2│
=
│2│
│0│
}

- Finite Math -
**Reiny**, Thursday, July 23, 2009 at 7:23pm
that doesn't look like I intended.

let's try that again

so

A^{-1} A X = A^{-1} B

X =

│ 5/13 3/13││4│

│-1/13 2/13││2│

=

│2│

│0│

## Answer this Question

## Related Questions

- math,algebra II - I have to work with these types of problems dealing with ...
- Finite Math - Solve the matrix equation AX =B for X using A=[2-3] [1 5] B=[4 ] [...
- Algebra II (Matrices) - My book doesn't solve it like a linear equation, they ...
- Pre-Calculus - Solve the equation 2x + 5y - 3z = -1. Write the general solution ...
- Algebra II -Please help - Assign each letter and a blank space to a number as ...
- help - Introduction to quadratic equations? If you solve the equation by ...
- Algebra 2 - Introduction to quadratic equations? If you solve the equation by ...
- Math - I have a few questions about T-Matrix. In excel, I am suppose to work ...
- Finite Math - Discuss the differences between the echelon method and the gauss-...
- finite math - solve the system of equation for all variables using a matix x-y-z...

More Related Questions