
(a)
To Find: The graph for the function that is related to
(a)

Answer to Problem 68PPS
The required graph is shown in Figure 1.
Explanation of Solution
Given:
The given general equation is
The given diagram is shown in Figure 1
Figure 1
Calculation:
To graph the given related function to show that the values of the quadratic function as,
The graph of the above function is shown in Figure 1
Figure 1
(b)
To Find: The solution of the equation.
(b)

Answer to Problem 68PPS
The required solution of the given equation is
Explanation of Solution
Consider the equation is,
The required solution of the given equation is
(c)
To Find: The graph for the related function for
(c)

Answer to Problem 68PPS
The graph for the related function is shown in Figure 1
Explanation of Solution
Consider the function is,
The required graph of the function is shown in Figure 2
Figure 2
(d)
To Find: The similarities and the differences between the graphs.
(d)

Answer to Problem 68PPS
The similarities and the differences between the graphs is explained.
Explanation of Solution
The figure of the graph two shows that all the three curves have the same number of zeroes but have different slopes. The graph have a positive coefficient both have minimum but one that have the negative coefficient have maximum. The graph with
(e)
To Find: The conclusion that can be made about the relationship between the factored form of the
(e)

Answer to Problem 68PPS
The conclusion made is described.
Explanation of Solution
The conclusion that can be made is that the relationship of the factored form of the quadratic equation and the solution is known already for the allowed factored form by the user of the zero product property. This occurs for the case when the factored form is equal to the 0 and can be isolated the variable to determine the solution.
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