IM 8.3.13 Lesson: More Solutions to Linear Equations
For each equation choose a value for [math]x[/math] and then solve to find the corresponding [math]y[/math] value that makes that equation true.[br][br][math]6x=7y[/math]
[math]5x+3y=9[/math]
[math]y+5-\frac{1}{3}x=7[/math]
Here are graphs representing three linear relationships. These relationships could also be represented with equations. For each statement below, decide if it is true or false.
[img]data:image/png;base64,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[/img][br][br][math](4,0)[/math] is a solution of the equation for line [math]m[/math].
Explain your reasoning.
[img]data:image/png;base64,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[/img][br]The coordinates of the point [math]G[/math] make both the equation for line and the equation for line [math]n[/math] true.
Explain your reasoning.
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[/img][br][math]x=0[/math] is a solution of the equation for line [math]n[/math].
Explain your reasoning.
[img]data:image/png;base64,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[/img][br][math]\left(2,0\right)[/math] makes both the equation for line [math]m[/math] and the equation for line [math]n[/math] true.[br]
Explain your reasoning.
[img]data:image/png;base64,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[/img][br]There is no solution for the equation for line [math]l[/math] that has [math]y=0.[/math]
Explain your reasoning.
[img]data:image/png;base64,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[/img][br]The coordinates of point [math]H[/math] are solutions to the equation for line [math]l[/math].
Explain your reasoning.
[img]data:image/png;base64,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[/img][br]There are exactly two solutions of the equation for line l.
Explain your reasoning.
There is a point whose coordinates make the equations of all three lines true.
Explain your reasoning.
After you finish discussing the eight statements, find another group and check your answers against theirs. Discuss any disagreements.
One partner has 6 cards labeled A through F and one partner has 6 cards labeled a through f. In each pair of cards (for example, Cards A and a), there is an equation on one card and a coordinate pair, (x,y), that makes the equation true on the other card.
[list=1][*]The partner with the equation asks the partner with a solution for either the x-value or the y-value and explains why they chose the one they did.[br][/*][*]The partner with the equation uses this value to find the other value, explaining each step as they go.[br][/*][*]The partner with the coordinate pair then tells the partner with the equation if they are right or wrong. If they are wrong, both partners should look through the steps to find and correct any errors. If they are right, both partners move onto the next set of cards.[br][/*][*]Keep playing until you have finished Cards A through F.[br][/*][/list]
[size=150]Consider the equation [math]ax+by=c[/math], where [math]a[/math],[math]b[/math] and [math]c[/math] are positive numbers. [/size][br][br]Find the coordinates of the [math]x[/math]- and [math]y[/math]-intercepts of the graph of the equation.
Find the slope of the graph of this equation.
IM 8.3.13 Practice: More Solutions to Linear Equations
[size=150]For each equation, find [math]y[/math] when[math]x=\text{-}3[/math]. Then find [math]x[/math] when [math]y=2[/math].[/size][br][br][math]y=6x+8[/math]
[math]y=\frac{2}{3}x[/math]
[math]y=-x+5[/math]
[math]y=\frac{3}{4}x-2\frac{1}{2}[/math]
[math]y=1.5x+11[/math]
[size=150]True or False: The points [math](6,13),[/math] [math](21,33)[/math] and [math](99,137)[/math] all lie on the same line. The equation of the line is [math]y=\frac{4}{3}x+5.[/math][/size]
Explain or show your reasoning.
Here is a linear equation:
[math]y=\frac{1}{4}x+\frac{5}{4}.[/math][br][br]Are [math](1,1.5)[/math] and [math](12,4)[/math] solutions to the equation? Explain or show your reasoning.
Find the [math]x[/math]-intercept of the graph of the equation. Explain or show your reasoning.
Find the coordinates of [math]B[/math], [math]C[/math], and [math]D[/math] given that [math]AB=5[/math] and [math]BC=10[/math].[br][br][img]data:image/png;base64,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[/img]