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.5) Find the absolute maximum and minimum values of 2 g(x) = x(_2 - X) on the interval [1, 2] 6) Determine whether the function
.5) Find the absolute maximum and minimum values of 2 g(x) = x(_2 - X) on the interval [1, 2] 6) Determine whether the function f(x) = cos 2x satises the conditions It . of the Mean Vaiue Theorem on the interval [0, 3 ]. If so, nd the point(s) guaranteed to exist by the theorem. 7) The minute hand on a clock is 8 inches long and the hour hand is 4 inches long. How fast is the distance between the tips of the'hands changing at 1:00
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