The analysis of the graph, that has x-intercepts of (0, 2), and (0, 5), we get;
a. The function increases when x > 4
b. The function decreases when x < 4
c. The function is greater than zero when x < 3, and x > 5
d. The function is less than zero when 3 < x < 5
<h3>What is a point where a function is increasing?</h3>
The location of a point where a function is increasing is where the slope of the function is larger than zero.
The description of the graph of the function are as follows;
The shape of the function = Concave upwards
The coordinates of the vertex of the function = (4, -5)
The region where the function is decreasing is from -∞ to 4
The region where the function is decreasing is therefore; x < 4
At the vertex, (4, -5), the slope of the function is zero, therefore;
Therefore, the function is increasing where x > 4
The x-intercepts are at point (0, 3) and (0, 5)
Therefore, the function is greater than zero when x < 3, and when x > 5
The function is less than zero in the range 3 < x < 5
Learn more about the graph of functions here:
brainly.com/question/16924356
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