2.) g(x) = 4√x − x2
2f.) Label each critical value as a local maximum or minimum.
Show Work.
Local Maximum(s) at x = ____________ Local Minimum(s) at x =
____________
2g.) Determine the intervals in which y=g(x) is
increasing/decreasing
g(x) increasing: ____________ g(x) decreasing: _
2h.) Determine the intervals in which y=f(x) is concave
up/concave down.
g(x) concave up: ____________ g(x) concave down:
____________
2i.) Find the point(s) of inflection
Point(s) of Inflection at x = ______
2j.) lim...