1
answer
0
watching
112
views
6 Nov 2019
10. (20 points (5/5/10). To earn all points: Determine the intersection points. Determine which function is greater than the other. Evaluate the definite integral correctly.) (a) Determine the x-values at which the graphs of y 2x-x2 and y x2-4 meet. (b) Sketch y 2x x2 and y x2-4 together on the graph at left. Include this with your work. Determine which function is f(x) (the upper graph) and which function is g(x) (the lower graph) as used in the formula for the area of the region between two curves. f(x) g(x)- (c) Find the area of the region bounded by the graphs of y 2x -x2 and y x2-4. Start by using the information found in (a) and (b) to fill in the area formula: J(x)-gx)] dx Show transcribed image text
10. (20 points (5/5/10). To earn all points: Determine the intersection points. Determine which function is greater than the other. Evaluate the definite integral correctly.) (a) Determine the x-values at which the graphs of y 2x-x2 and y x2-4 meet. (b) Sketch y 2x x2 and y x2-4 together on the graph at left. Include this with your work. Determine which function is f(x) (the upper graph) and which function is g(x) (the lower graph) as used in the formula for the area of the region between two curves. f(x) g(x)- (c) Find the area of the region bounded by the graphs of y 2x -x2 and y x2-4. Start by using the information found in (a) and (b) to fill in the area formula: J(x)-gx)] dx
Show transcribed image text Jean KeelingLv2
13 Oct 2019