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 | 1 | initial version |
What makes me fear is the following:
sage: a = integrate(sqrt(1-1/4*cosh(x)^2),x)
sage: a.full_simplify()
cosh(x)Which is definitely a wrong answer :(
Concerning your third question, the second compopent of the result of numerical_integral() is the error bound:
sage: numerical_integral(sqrt(1-1/4*cosh(x)^2),0,0.1)
(0.08655430733928117, 9.609458488855213e-16)| | 2 | No.2 Revision |
What makes me fear is the following:
sage: a = integrate(sqrt(1-1/4*cosh(x)^2),x)
sage: a.full_simplify()
cosh(x)Which is definitely a wrong answer :(
Concerning your third fourth question, the second compopent of the result of numerical_integral() is the error bound:
sage: numerical_integral(sqrt(1-1/4*cosh(x)^2),0,0.1)
(0.08655430733928117, 9.609458488855213e-16)| | 3 | No.3 Revision |
What makes me fear is the following:
sage: a = integrate(sqrt(1-1/4*cosh(x)^2),x)
sage: a.full_simplify()
cosh(x)Which is definitely a wrong answer :(
Concerning your fourth question, the second compopent component of the result of numerical_integral() is the error bound:
sage: numerical_integral(sqrt(1-1/4*cosh(x)^2),0,0.1)
(0.08655430733928117, 9.609458488855213e-16)