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sketch the region enclosed by the given curves and find its area: y=abs(x), y=x^2-2
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Sketch it first.
I have, however I get to the point where I'm adding up the final area and I get a negative answer. I believe it is going from -2 to 2 on the x-axis but I'm not exactly sure on the function that I have to plug these two number into.
|dw:1346026210878:dw| Because of symmetry, consider only quadrants I and IV
Area "b" is positive, while are "a" is negative. The abs graph in the quadrants of interest is simply y=x
ok, so will the area only be from 0 to 2 instead of -2 and 2? If that's true then that would make sense to why I keep getting a negative answer. The graph of mine looks like this.|dw:1346026533091:dw|
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