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⇤ ← Revision 1 as of 2010-12-18 07:23:37
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← Revision 2 as of 2010-12-18 07:24:09 ⇥
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| g(x) = an*cos(n*pi/pi*x) + bn*sin(n*pi/pi*x) + g(x) #h(x) + | g(x) = an*cos(n*pi/pi*x) + bn*sin(n*pi/pi*x) + g(x) |
Book
Advanced Engineering Mathematics
Author
Erwin Kreyszig
Edition
8th Edition
f(x) = x
f
h(x) = pi
h
bn = pi
g(x)= a0
for n in range(1,5):
an = integrate(f(x)*cos(n*x)/pi, (x,-pi,pi))
bn = integrate(f(x)*sin(n*x)/pi, (x,-pi,pi))
g(x) = an*cos(n*pi/pi*x) + bn*sin(n*pi/pi*x) + g(x)
print g(x)+ h(x)
Solution by:
- Amit Tewari, Student, IIT Roorkee
- Rachit Jha, Student, IIT Roorkee
- Arnab Basu, Student, IIT Roorkee
- Shubham Mittal, Student, IIT Roorkee
