To graph the function , we plot the points in a coordinate plane. To graph , we plot the points . So the point is on the graph of . The height of the graph of above the -axis when is . Complete the table, and sketch a graph .
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To graph the function f, we plot the points (x,________) in a coordinate plane. To graph , we plot the points (x,________). So the point (3,________) is on the graph of f. The height of the graph of f abot the x-axis when x=3 is ________. Complete the table, and sketh a graph of f.
How do you complete a table for the rule , then plot and connect the points on graph paper?
Te function is graphed below is defined by a polynomial expression of degree 4use the graph to solve the exercise.
To find a function value from graph of , we find the height of graph above the -axis at ____.
From the graph of we see that _______ and ______. The net change in between and is
is graphed below is defined by a polynomial expression of degree 4use the graph to solve the exercise.
from graph of 
-axis at 
____.
_______ and 
______. The net change in 
and 
is 
