Which step is NOT included when graphing an equation? Writing the equation in sl
ID: 3035615 • Letter: W
Question
Which step is NOT included when graphing an equation? Writing the equation in slope-intercept form Plotting the y-intercept on the y-axis Start from the origin and plot the slope as a fraction of rise over run Draw a line through the two points to represent all of the possible solutions for the equation given Identify which table that represents the equation, y = 3x + 2, and is supported with the reasoning given. Table 1 because when substituting in (-1, -1) in for x and y and then solved, it worked with -1 = -1. None, both table 1 and 2 have coordinate points that do not lie on the line of the equation because the tables give points of nonlinear equations. Both table 1 and 2 work for the equation, because when substituting the coordinates from the table in for x and y, the equation is true. Table 2 because when finding the slope between (2, 8) and (-4, -10), m = 3. The substituting (2, 8) in for x and y, b = 2. This worked for all points. Identify the slope that goes through the two given coordinate points. (-3, 0) (3, 2) 1/3 3 -1/3 -3Explanation / Answer
Need to find that which is not included when graphing an equation.
A. Writing the eqution in slope-intercept form is included because from that equation y values can be obtained by substituting x values.
B.Plotting of y-intercept is included because y-intercept is a point where the graph crosses the y-axis.
C. Plotting of slope is not incuded in graphing the equation.
D.Drawing a line though two points include the possible solution of the equation.
Therefore, plotting of slope is not necessary or included in graphing an equation.
Thus, Option C is the correct one
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