Let I = f(x,y) dA, where D is the region bounded by y = x and y= 2² in the first quadrant. Sketch the region D carefully and use it to determine the integration limits. b d a) Let I₁ = [*[ª f(x,y) dzdy, where a, b are constant values and c, d may depend on y. Using your sketch, determine each of these limits. b = c(y) = d(y) = = b d Let I2 = 1²° [*[ª f(x,y) dydr, where the integration order (comparing to I1₁ ) is swapped. The inner limits c and d will now depend on x. c(x) = d(x) = c) Which of the following repeated integrals represents the area of D? Area = dady Area = I S. - Lay dady = √ [(x − 2²)² dxdy = √ √(x − 2²) dxdy Area: Area - Compute the area of D. Area = b) d) =