hotcommodity Posted December 1, 2006 Share Posted December 1, 2006 So I thought I had a good grasp on rotating functions and evaluating volumes, but apparently not. I'm having trouble picturing the cross sectional area of a 2-d graph. I get that when you have a volume (3-d) of say, a sphere, the cross sectional area is simply a circle, or when you have a cube, the cross sectional area is simply a square. But the 2-d graphs confuse me. Like the bottom two graphs on this page: http://www.pinkmonkey.com/studyguides/subjects/calc/chap8/c0808301.asp Could anyone help me picture why the one graph has a cross sectional area of a circle and why the other has a cross sectional area of an equilateral triangle, thanks... Link to comment Share on other sites More sharing options...
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