Calculating the Bounded Area of cos[x] from 0 to pi

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The discussion centers on calculating the area bounded by the curve y = cos(x) from 0 to π. Participants suggest using integration to find the area and recommend drawing the graph to understand the behavior of the curve. It is noted that the curve is negative for x > π/2, which complicates the area calculation. Clarification is sought regarding the specifics of the problem, as the area could be interpreted differently based on context. The conversation emphasizes the importance of properly framing the question for accurate assistance.
mathelord
what is the area bounded by the curve cos[x] within ranges of pi and 0
 
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Sounds like a good problem. Have you tried doing anything with it?
 
one word:"integration" use that ;)
 
Draw the graph for cos[x] , and use integration from 0 to pie. After drawing the graph , see if you need to break up integration into two parts depending if the graph cuts the x-axis or not.

BJ
 
what eventually becomes the answer
 
Why don't you work it out yourself? After all, it is your homework problem, is it not? If you just want to check your work, you could post your work...
 
it's no h/work,i just posted it here.pls what will the answer be
 
I hope this isn't homework! I'ts very badly phrased if it is. The curve y= cos(x) doesn't "bound" any area and, since y is negative for x> <br /> \frac{\pi}{2}, it's not clear what area you are talking about.

How about giving us more information about exactly what question you are asking. How did this problem come up?
 
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It could be 0 or 2, depending on the context of the problem. :-p
 
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