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Question about type 1 and type 2 regions
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[QUOTE="LCKurtz, post: 6067628, member: 198114"] I think you are confusing "continuous" with "two piece" or piecewise continuous functions. Taking the upper right piece as an example, it is a type 1 region with upper curve the corner curve and lower curve the two pieces given by an arc of a circle and a horizontal line. It would take two integrals to cover it as a dx integral. Similarly it is a type 2 region with the right curve being the corner curve and the left curve being two pieces, the vertical line segment and the arc of the inner circle. Consequently it would take two integrals to cover that region as a dy integral. But each segment is continuous even with the sharp corners. [/QUOTE]
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Question about type 1 and type 2 regions
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