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solve the problem using Disk Method of Solution. Solid V is generated by revolving the given region R about the x-axis. Draw R and make a sketch of V.
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1. R is bounded by x-axis, y-axis and the line 2x+3y=1 |dw:1359924002639:dw|
|dw:1359924089193:dw|
@RadEn
@amistre64
@sami-21
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hello
solve for y y = ( 2x - 1) / 3
y=(1-2x)/3 Area of disk is A=pi((1-2x)/3)^2 when y=0 x=1/2 so integrate Area from 0..1/2 \[\Large V \int\limits_{0}^{1/2} \pi \left[ \frac{1-2x}{3} \right]^2\]
are we to solve for the area? i thought volume?
when you integrate area you get the volume.
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actually this is more like you have cross sections (disk) times a thickness
|dw:1359973554657:dw|
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