I found then Area = with upper limit c and lower a. I then let x = acosht, is this correct? then did the method of substitution. then what do I do? My end answer looks very weird...so i just want to make sure.
Follow Math Help Forum on Facebook and Google+
Solve it parametrically if we know that the parametric representation of the right side of a hyperbola is given by . So then the area is: . You can find the limits in terms of t right?
Originally Posted by shawsend Solve it parametrically if we know that the parametric representation of the right side of a hyperbola is given by . So then the area is: . You can find the limits in terms of t right? i only submitted the x one....is that ok?
Yes, that's fine what you did. Sorry, I didn't notice that initially. And you know of course to express the limits of integration in t which I get:
View Tag Cloud