i. Produce a graph showing the area under the curve and decide the area bounded by the curve y = 5x2, the x-axis and the coordinates x = 0 and x=L where L is the summation of the first and last digit of your matric number (eg matric no 56790, x= 5+0=5, thus L= 5) ii. If this area is revolved 360° about (i) the x-axis, and (ii) the y-axis, predict the volume of the solids of revolution produced in each case.
i. Produce a graph showing the area under the curve and decide the area bounded by the curve y = 5x2, the x-axis and the coordinates x = 0 and x=L where L is the summation of the first and last digit of your matric number (eg matric no 56790, x= 5+0=5, thus L= 5) ii. If this area is revolved 360° about (i) the x-axis, and (ii) the y-axis, predict the volume of the solids of revolution produced in each case.
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter61: Areas Of Circles, Sectors, And Segments
Section: Chapter Questions
Problem 50A
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