[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=\frac{3}{4}x-2\frac{1}{2}[/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.
[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]