IM 8.4.13 Lesson: Solving Systems of Equations
Use the lines to decide whether each statement is true or false. Be prepared to explain your reasoning using the lines.
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[/img][br][br][size=150]A solution to [math]8=-x+10[/math] is 2.[/size]
A solution to[math]2=2x+4[/math] is 8.
A solution to[math]-x+10=2x+4[/math] is 8.
A solution to[math]-x+10=2x+4[/math] is 2.
There are no values of [math]x[/math] and [math]y[/math] that make[math]y=-x+10[/math] and [math]y=2x+4[/math] true at the same time.
Here are three systems of equations graphed on a coordinate plane:
[img]data:image/png;base64,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[/img][br][br]Match each figure to one of the systems of equations shown here.[br][br]Figure A:
Figure B:
Figure C:
Find the solution to each system and then check that your solution is reasonable on the graph.
[list][*]Notice that the sliders set the values of the coefficient and the constant term in each equation.[/*][*]Change the sliders to the values of the coefficient and the constant term in the next pair of equations.[/*][*]Click on the spot where the lines intersect and a labeled point should appear.[/*][/list]
[size=150]Your teacher will give you a page with 6 systems of equations.[br][br]Describe what the graph of a system of equations looks like when it has: [br][br]1 solution[/size]
0 solutions
infinitely many solutions.
Use the applet to confirm your answer.
[size=150]The graphs of the equations [math]Ax+By=15[/math] and [math]Ax+By=9[/math] intersect at [math](2,1)[/math]. Find [math]A[/math] and [math]B[/math]. Show or explain your reasoning.[/size]
IM 8.4.13 Practice: Solving Systems of Equations
Write equations for the lines shown.[br][img]data:image/png;base64,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[/img]
Describe how to find the solution to the corresponding system by looking at the graph.
Describe how to find the solution to the corresponding system by using the equations.
[size=150]The solution to a system of equations is [math](5,-19)[/math]. Choose two equations that might make up the system.[/size]
Solve the system of equations: [math]\begin{cases} y=4x-3 \\ y=\text-2x+9 \\ \end{cases}[/math]
Solve the system of equations: [math]\begin{cases} y=\frac54x-2 \\ y= \frac {\text{-}1}{4}x+19 \\ \end{cases}[/math]
[size=150]Here is an equation: [/size][math]\frac{15(x-3)}{5}=3(2x-3)[/math][br][br]Solve the equation by using the distributive property first.
Solve the equation without using the distributive property.[br][br]Check your solution.