Question: Python Programming: 1) The hyperbolic functions sinh(x) and cosh(x) can be expressed as (exex)/2 and (ex+ex)/2, respectively. Use SymPy to prove this relationship. 2)The Taylor

Python Programming:

1) The hyperbolic functions sinh(x) and cosh(x) can be expressed as (exex)/2 and (ex+ex)/2, respectively. Use SymPy to "prove" this relationship.

2)The Taylor expansion of sin(x)s about x=0 is x x^3/3! + x^5/5! Use a for loop to compute the value of sin(/2) using the first five terms of the series expansion, and compute the relative error. Define your own factorial function.

Im totally stuck on this, please help!

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