Mathematics, 10.01.2020 19:31 jahootey3042

Let f(x) = ax - b/x where a and b are positive constants.
a) find in terms of a and b, the intervals on which f is increasing.
b) find the coordinates of all local maximum and minimum points
c) on what interval(s) is the graph concave up?
d) find any inflection points. explain briefly

Answers: 3

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Let f(x) = ax - b/x where a and b are positive constants.
a) find in terms of a and b, the int...

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Let f(x) = ax - b/x where a and b are positive constants. a) find in terms of a and b, the intervals on which f is increasing. b) find the coordinates of all local maximum and minimum points c) on what interval(s) is the graph concave up? d) find any inflection points. explain briefly

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Another question on Mathematics

Let f(x) = ax - b/x where a and b are positive constants.
a) find in terms of a and b, the intervals on which f is increasing.
b) find the coordinates of all local maximum and minimum points
c) on what interval(s) is the graph concave up?
d) find any inflection points. explain briefly