How do I integrate this function for finding the arch length of a curve?

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I'm finding the arch length of a curve:
$\int_0^b \sqrt{1+sh^2(x/a)} dx$
How do i integrate this function?
 
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What do you mean by "count"?
What is "sh"?
If it is the hyperbolic sine: cosh^2 - sinh^2 = 1.
 
I think he meant "evaluate".
CompuChip said:
What do you mean by "count"?
 
The derivative of sinh is cosh and the derivative of cosh is sinh
 
klondike said:
I think he meant "evaluate".
It's a pity I can't edit the topic.
 
Madou said:
The derivative of sinh is cosh and the derivative of cosh is sinh

Exactly. Does this mean you have solved the problem?
 
CompuChip said:
Does this mean you have solved the problem?

Next step was to use the equation CC gave me.
Thank you, guys.
 
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