MATH0801 Final: Worksheet _ 9 (1)-3
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Fall 2014: a sherman is in a boat 3 km from the nearest point a on the coast. The sherman wishes to return to his camp c located 5 km from the point a. The shermen can row 4 km/hour and he can walk 5 km/hour. 3 x2/12 above the x-axis and the third vertex at the origin. Find two vertices so that the triangle has largest area: a car b is 30 miles east of car a and begins to move west at 90 mph. At the same time the car a begins moving north at 60 mph. Z (cid:18)5 2 sin2 x sin2 x. 0. 4x4 + 2 sec x tan x + 3x(cid:19) dx (b) find the function f if f (x) = 4x3. 9 + 2 sin x + 7ex and f (0) = 15: use i = n.
