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Find the area of the region enclosed by y = 1.75 x and x = 9 − y2. Use horizontal strips to find the area. First find the y coordinates of the two points where y = 1.75 x meets x = 9−y2. lower y = c = and upper y = d = Hint: g(y) is the right curve - left curve. Then area of the region = ∫c d g(y)dy where g(y) = Evaluate the definite integral to find Area =

Find the area of the region enclosed by y = 1.75 x and x = 9 − y2. Use horizontal strips to find the area. First find the y coordinates of the two points where y = 1.75 x meets x = 9−y2. lower y = c = and upper y = d = Hint: g(y) is the right curve - left curve. Then area of the region = ∫c d g(y)dy where g(y) = Evaluate the definite integral to find Area =

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Find the area of the region enclosed by y = 1.75 x and x = 9 − y ∠ .
Use horizontal strips to find the area. First find the y coordinates of the two points where y = 1.75 x meets x = 9 − y 2 . lower y = c = ◻ and upper y = d = ◻ Hint: g ( y ) is the right curve - left curve. Then area of the region = ∫ c d g ( y ) d y where g ( y ) = ◻ ◻ Evaluate the definite integral to find Area = ◻

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