Mathematics, 23.04.2020 08:43 raebruh3154
In the graphing tool, move the sliders for and . Find a value of k where the graphs coincide. At what value of k does this occur? What happens to each of the equations when k is negative?
ANSWER: When k = 1, both functions reduce to Y="ROOT"x , so the two graphs are the same. For either equation, as k increases, the dilation is more pronounced in the vertical direction than in the horizontal direction. If k becomes negative in y=k"root"x , the graph moves from quadrant 1 to quadrant 4, reflecting about the x-axis. If k becomes negative in y= "root"kx , the graph moves from quadrant 1 to quadrant 2, reflecting about the y-axis.
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In the graphing tool, move the sliders for and . Find a value of k where the graphs coincide. At wha...
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