1. ## Find the area..

Find the area between and over the interval . Sketch the curves if necessary.

2. You will need to find if they intersect on that interval first.

I.e. solve $6\sin x = 7\cos x$

Here's a hint $\frac{\sin x }{\cos x} = \tan x$

3. Originally Posted by pickslides
You will need to find if they intersect on that interval first.

I.e. solve $6\sin x = 7\cos x$

Here's a hint $\frac{\sin x }{\cos x} = \tan x$
ok so i'd get 6/7tanx.. what do i do with that?

4. Originally Posted by tbenne3
ok so i'd get 6/7tanx..
You mean $\tan x = \frac{7}{6}$

Originally Posted by tbenne3
what do i do with that?
Solve for $x$ then, is this that value on $[0,\pi]$ ?

If so you will have to break up the integral to avoid any cancellations between positive and negative regions.

5. Originally Posted by pickslides
You mean $\tan x = \frac{7}{6}$

Solve for $x$ then, is this that value on $[0,\pi]$ ?

If so you will have to break up the integral to avoid any cancellations between positive and negative regions.
sigh.. i hate calc