restart:f:= sin(x)/(2-cos(x));

NiM+SSJmRzYiKiYtSSRzaW5HNiRJKnByb3RlY3RlZEdGKkkoX3N5c2xpYkdGJTYjSSJ4R0YlIiIiLCYiIiNGLi1JJGNvc0dGKUYsISIiRjM=

c1:=simplify(int(f*sin(x),x=-Pi..Pi)/int((sin(x)^2),x=-Pi..Pi));

NiM+SSNjMUc2IiwmKiQiIiQjIiIiIiIjISIjIiIlRio=

c2:=simplify(int(f*sin(2*x),x=-Pi..Pi)/int((sin(2*x)^2),x=-Pi..Pi));

NiM+SSNjMkc2IiwmKiQiIiQjIiIiIiIjISIpIiM5Rio=

c3:=simplify(int(f*sin(3*x),x=-Pi..Pi)/int((sin(3*x)^2),x=-Pi..Pi));

NiM+SSNjM0c2IiwmKiQiIiQjIiIiIiIjISNJIiNfRio=

c4:=simplify(int(f*sin(4*x),x=-Pi..Pi)/int((sin(4*x)^2),x=-Pi..Pi));

NiM+SSNjNEc2IiwmIiQlPiIiIiokIiIkI0YoIiIjISQ3Ig==

c5:=simplify(int(f*sin(5*x),x=-Pi..Pi)/int((sin(5*x)^2),x=-Pi..Pi));

NiM+SSNjNUc2IiwmKiQiIiQjIiIiIiIjISQ9JSIkQyhGKg==

g:= c1*sin(x) + c2*sin(2*x) + c3*sin(3*x) + c4*sin(4*x) + c5*sin(5*x);

NiM+SSJnRzYiLCwqJiwmKiQiIiQjIiIiIiIjISIjIiIlRixGLC1JJHNpbkc2JEkqcHJvdGVjdGVkR0YzSShfc3lzbGliR0YlNiNJInhHRiVGLEYsKiYsJkYpISIpIiM5RixGLC1GMTYjLCRGNkYtRixGLComLCZGKSEjSSIjX0YsRiwtRjE2IywkRjZGKkYsRiwqJiwmIiQlPkYsRikhJDciRiwtRjE2IywkRjZGL0YsRiwqJiwmRikhJD0lIiRDKEYsRiwtRjE2IywkRjYiIiZGLEYs

plot([f,g],x=-Pi..Pi,color=[red,blue],style=[line,point]);

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

plot(f-g,x=-Pi..Pi);

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