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* Calculus : Integral Solids of revolution by using cylindrical
shells.

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Windows : Dev-C++ 4
Linux : gcc abc.c -lm Return
a.out Return

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* You can compile the *.c files directly without create a project.

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Compute the volume of a solid of revolution,
generated by revolving R about the y-axis,
by using cylindrical shells.

Draw the region R bounded by the graph of f,
the x-axis, x = a and x = b (0 <= a <= b)

c05c1A.c : f : x-> sqrt(x)
c05c1B.c : f : x-> 2*x - x**2
c05c1C.c : f : x-> sqrt(x-2)
c05c1D.c : f : x-> cos(x)


Compute the volume of a solid of revolution,
generated by revolving R about the y-axis,
by using cylindrical shells.

Draw the region R bounded by the graph of f,
the graph of g,and x = a and x = b

c05c2A.c : g : x-> sqrt(x) h : x-> x**2
c05c2B.c : g : x-> x + 4 h : x-> x**2 + 1
c05c2C.c : g : x-> sin(x)+2 h : x-> cos(x)+2
c05c2D.c : g : x-> 2*x - x**2 h : x-> 0
c05c2E.c : g : x-> 2*x - x**2 h : x-> .5

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The members can try these links :

http://groups.yahoo.com/group/mathc/files/C/D/c05c.zip