Actividad 1: Página Geogebra Mónica Garza

Linear Functions
Identify the slope, and build the equation of the line in [color=#ff00ff][b][u]slope intercept form[/u][/b][/color]. [br][br][math]y=mx+b[/math]
Equation of the line Fuente: https://youtu.be/BtcKotD6Ni8
Rewrite equation in slope intercept form
Homework: Match the graph with the equations Fuente: https://cdn.kutasoftware.com/Worksheets/Alg1/Graphing%20Lines%20SI.pdf
Extra practice and examples:
In the given equation [math]y=\frac{2}{3}x+5[/math], the value of 5 is:
Determine the equation that represents the following linear function (in slope intercept form)
[img]data:image/png;base64,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[/img]
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Information: Actividad 1: Página Geogebra Mónica Garza