Repeat Exercise 67 for a region R bounded by the graph of the equation (x 2) y 4 Data from in Exercise 67 Consider the region bounded by the graphs of y 2, y 4, y x, and y 3x and the double integral R dA Determine the limits of integration when the region R is divided into (a) Horizontal representative elements (b) Vertical representative elements (c) Polar sectors

Question: Repeat Exercise 67 for a region R bounded by the graph of the equation (x - 2) + y = 4. Data from in Exercise

Repeat Exercise 67 for a region R bounded by the graph of the equation (x - 2)² + y² = 4.

Data from in Exercise 67

Consider the region bounded by the graphs of y = 2, y = 4, y = x, and y = √3x and the double integral ∫_R ∫ ƒ dA. Determine the limits of integration when the region R is divided into

(a) Horizontal representative elements

(b) Vertical representative elements

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