SOLUTION: The statement that best describes the end behaviour of the graph of g(x)=-2x(x+3)(x-2)(x+1) is the graph that extends
Select one:
a. downward into quadrant IV and downward into q
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-> SOLUTION: The statement that best describes the end behaviour of the graph of g(x)=-2x(x+3)(x-2)(x+1) is the graph that extends
Select one:
a. downward into quadrant IV and downward into q
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Question 1181487: The statement that best describes the end behaviour of the graph of g(x)=-2x(x+3)(x-2)(x+1) is the graph that extends
Select one:
a. downward into quadrant IV and downward into quadrant III
b. upward into quadrant I and upward into quadrant II
c. upward into quadrant I and downward into quadrant III
d. downward into quadrant IV and upward into quadrant II
The polynomial is degree 4 with a negative leading coefficient. The function value goes to negative infinity for both large positive and large negative x.
