Solving cos x = -x: What Does it Mean?

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grapeape
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This is only part of my question and I need the answer to continue, when does cos x = -x? on my calculator it is -.7390... isn't it supposed to be a nicer number ie pi over something?
 
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does y = x + cos x have any asymptotes? (horizontal or vertical) Vertical = none, the limit as x approaches infinity is infinity? And for negative infinity its negative infinity? is that possible since infinity is not in the domain of cos? or are there also no horizontal?
 
I believe we can show that this number is transcendental over [tex]\mathbb{Q}[/tex].