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find the volume of a solid with cross-sectional area (1/4x^2+4x+5) lying between the planes x=0 and x=0.5
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Integrate between 0 and 0.5
shouldn't it be a double integral as it is a volume not an area
Since this is adding up area, we'd only need single integral.The function represent the area
oh ok
if yu were eistein+newton+gallileo..shouldnt yu know this??
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lol
finding the integral is a bit hard I guess. 4x^2+4x+5=4(x^2+x+5/4)= =4(1 + (x+1/2)^2)
now you can see that the it looks nearly like 1/(1+x^2)
do you see the solution now or should I still help?
The person who asked the question is no longer around
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ok than I just worked with it for fun :-)
wait i should try it out il then il tell you what i get...
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