Use the mid-point rule with n = 2 to approximate the area of the region bounded by

Question

anonymous · Answer

attachment

anonymous · Answer

@phi @zepdrix @aaronq @acxbox22 @Australopithecus @dan815 @freckles @iambatman @TheSmartOne

acxbox22 · Answer

sorry man i cant help with calculus :(

anonymous · Answer

its B

anonymous · Answer

@xTheGalaxyTree there is no answer choices....its a free response ?

anonymous · Answer

so idk how it can be b

dan815 · Answer

find intersection points first

anonymous · Answer

the intersection point is (2,2)

australopithecus · Answer

australopithecus · Answer

This has a really good description of the midpoint rule

anonymous · Answer

@dtan5457 @freckles @iambatman @inowalst @triciaal @Loser66 @IrishBoy123 @IrishBoy123 @dtan5457

triciaal · Answer

mid-point rule 
2 points A(x1, y1) and B (x2. y2)
midpoint of AB = (x1 + x2)/2   , (y1 + y2)/2

anonymous · Answer

also (0,0)

anonymous · Answer

@triciaal how do i set this up

triciaal · Answer

to find the area under the curve integrate the function  use the boundary as the lower and upper limit

anonymous · Answer

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triciaal · Answer

what are the values of x when you set the y's equal?

anonymous · Answer

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