| Answer to question 2 | |||||||||||||
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| a. Find the area of the shaded region enclosed by the graphs of f and g. Integral of f-g(dx) from 0 to 1 = the integral of (2x(1-x)) - 3(x-1) (square root of x)(dx) b. Find the volume of the solid generated when the shaded region enclosed by the graphs of f and g is revolved about the horizontal line y=2. Pi(integral of ((2-f)squared)dx - pi integral of (2-f)squared dx c. Let h be the function given..........blah blah blah etc etc etc........could be used to find the value of k. Integral of (Adx) = integral of (f-g)squared dx=15 |
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