Consider the function
a) This function has two critical points (x,y). Identify both of them. Just type x and y values, do not use parentheses. Order them so that x is in ascending order. For example, if there are two points (-2,5) and (3,-2), then type (-2,5) first and (3,-2) last.
b.) b) Determine the intervals on which f is increasing. For −∞ type -100 and for +∞ type 100.
f is increasing on =
c.) Complete the sentence: The function f attains its
d.) Determine the interval on which f is concave down. For −∞ type -100 and for +∞ type 100.
f is concave down on =
e.) Find the absolute maximum and minimum values of f on the interval [1,5]. If an absolute maximum or minimum does not exist, enter NONE.
Absolute minimum value of f=
Absolute maximum value of f=
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