MATH128 Study Guide - Quiz Guide: Scilab, Hyperbola, Volume Integral
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Total possible is 50: find the area of the region, bounded by the hyperbola x2 y2 = 1 and the line x = 3. It is easier to work this in y: the line x = 3 crosses the function. , and the line is to the right of the hyperbola branch. [sec x tan x ln sec x tan x. 2: y = cos x, y = sin 2x, x = 0, x = /2, y = 3x2, y = 8x2, 4x + y = 4, x 0. Dividing at x = and working in dx: Sketch the region and a typical disk or washer: y = ex, y = e -x, x = 1; about the x-axis. The cross section is a washer with outer radius ex and inner radius e-x, and x runs from 0 to 1.
