Algebra 2 X unit 3: linear systems of equations



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Note: which is known as the (2 x 2) ______________ matrix
Multiplying a matrix by the identify matrix is like multiplying a number by ____.

It does not change it at all!


So, and . What is the 3x3 Identity Matrix?

Example #1: Solve the system by using the inverse of the coefficient matrix.


Check:
Example #2: Solve the system by using the inverse of the coefficient matrix.
Check:
Example #3: Solve the system by using the inverse of the coefficient matrix.
Closure: Fill in the blanks to complete the steps for solving a system using matrices.

Step 1: First I need to write the equations in ______________________.


Matrix A is a __ x __ matrix made up of the variables.

Matrix B is a __ x __ matrix made up of the constants.


Step 2: Find the _________________ of matrix _____.

The first step to find this is to first find the _______________.

The next step is to multiply by __________.

The 3rd step is to make the __________.

The final step is to actually multiply.
Step 3: You now need to multiply _____ by _____. Horrrrrrray!




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