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sketch y = cos x + |cos x|
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for the intervals when cos(x) is positive, the function is going to be: \[y = \cos(x)+\cos(x) = 2\cos(x)\] when cos(x) is negative the function will be: \[y = \cos(x)-\cos(x) = 0\] so basically, from 0 to pi/2, and 3pi/2 to 2pi, it will be the graph of 2cos(x) from pi/2 to 3pi/2 it will be 0
wow smart joe
we had an awesome problem a few weeks back where we abused the results of adding something like: f(x)+|f(x)| together. thats the only reason i knew where this was going lol
lol no but that's awesome to know,
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