Bob A.
asked 05/16/21Find the area bounded by the region. What is the area of the region enclosed by the graphs of y = 8 - x², y = 7x and y = 2x
Please include the solution so I can study it for future use. Thanks!
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1 Expert Answer
∫-40(8-x2-2x)dx + ∫01(8-x2-7x)dx = 185/6 sq. units
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Tom K.
There are actually three regions created by the curve and two lines. If we want the sum of the three, we would use y = 7x for x < 0 and y = 2x for x > 0 as the bottom of the region, and y = 8 - x^2 as the upper boundary.05/16/21