Week 8 Day 2 Learning Goals
[list][*]I can describe the connections between an equation of the form [i]ax[/i] + [i]by[/i] = [i]c[/i], the features of its graph, and the rate of change in the situation.[/*][*]I can graph a linear equation of the form [i]ax[/i] + [i]by[/i] = [i]c[/i].[/*][*]I understand that rewriting the equation for a line in different forms can make it easier to find certain kinds of information about the relationship and about the graph.[/*][/list]
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[/img][br]The next 3 activities (A.2.10.2 parts 1-3) each contain a different equation. Each equation represents the relationship between the [color=#cc0000]number of games, x[/color], the [color=#1155cc]number of rides, y[/color], and the [color=#38761d]dollar amount[/color] a student is spending on both the games and rides. Each of the three equations represents a [i][b]different[/b][/i] amusement park.
Let's try graphing using the GeoGebra graphing tool together right now:[br][br]Enter the equation 3x + 4y = 12 into the input bar.[br]You can use your mouse (if you are using one) or the touch pad to change dimensions.[br]You can also change the graph by clicking on settings.[br][br]You can also use the "line tool" to graph if you know 2 points on the line - click the line tool and then click on the location of the 2 points on the graph.[br]Trying graphing a line that has the points (0, 10) and (4, 3).