The
Wonderful Wizard of Oz
Helps with Solving Systems of Equations
Click on the words Substitution, Graphing, and Linear Combination
| Step 1-Sove
one of the equations for on of its variables. Step 2-Substitute the expression from the first step into the other equation and solve for the other variables. Step 3-Substitute the value from step 2 into the revised equation from step 1 and solve. |
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To graph a system of
linear inequalities, do the following for each inequality
in the system:
The graph of the system is the region common to all of the half-planes. If you used colored pencils, it is the region that has been shaded with every color. |
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| Step
1-Multiply one or both of the equations by a consistant
to obtain coefficients that differ only in sign for one
of the varibles. Step 2- Add the revised equations from step1. Combining like terms will eliminate one of the varibles. Solve for the remaning variable. Step 3-Substitute the value obtained in step 2into either of the original equations and solve for the other variable. |
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Of course you will want
to know how to solve a |
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