The portion of the surface h /x² + y? 2 = with h, a > 0, a between the ry-plane and the plane z = h is a right circular cone of height h and radius a. Use a double integral to show that the lateral...

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The portion of the surface<br>h<br>/x² + y?<br>2 =<br>with h, a > 0,<br>a<br>between the ry-plane and the plane z = h is a right circular cone of<br>height h and radius a. Use a double integral to show that the lateral<br>surface area of this cone is S = Tava? + h².<br>

Extracted text: The portion of the surface h /x² + y? 2 = with h, a > 0, a between the ry-plane and the plane z = h is a right circular cone of height h and radius a. Use a double integral to show that the lateral surface area of this cone is S = Tava? + h².

Jun 05, 2022

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The portion of the surface h /x² + y? 2 = with h, a > 0, a between the ry-plane and the plane z = h is a right circular cone of height h and radius a. Use a double integral to show that the lateral...

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