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Home / Questions / A rope that hangs between two poles x= -ln2 and x=ln2 takes theshape of a Catenary, with e...

A rope that hangs between two poles x= -ln2 and x=ln2 takes theshape of a Catenary, with equation y(x)=1/4(e^x + e^-x) find an integral for the length of the rope and compute it

A rope that hangs between two poles x= -ln2 and x=ln2 takes theshape of a Catenary, with equation

y(x)=1/4(e^x + e^-x)

 

find an integral for the length of the rope and compute it

 

Aug 23 2021 View more View Less

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