
Area under a graph
I've been asked to find the area under a graph of a function with limits $\displaystyle (0\leq x \leq 2 \pi )$
I've found just one solution (the other solution turned out impossible as it was outside the limits for arcos) for a stationary point which is a local maximum, so do I just use zero as a local minimum for $\displaystyle x$ to find the area?
Any help is appreciated.

Re: Area under a graph
Hang on, do I even need to know the stationary points to find out the area? I've just drawn the graph and it looks like a "hill", a perfectly feasable graph that doesn't have any local minimums.

Re: Area under a graph
area under a curve involves integration ... what is the equation for the curve and limits of integration?

Re: Area under a graph
Hi Skeeter,
I think I'll be OK with this now, I just got a little confused remembering how to do it.
Many thanks for offering to help though.