Question 626913
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The domain is all reals, the range is *[tex \LARGE (0,\infty)], the *[tex \LARGE y]-intercept is *[tex \LARGE (0,1)], the horizontal asymptote is the *[tex \LARGE x]-axis, there is no vertical asymptote (see answer to domain question), the curve approaches the *[tex \LARGE x]-axis as *[tex \LARGE x\ \rightarrow\ -\infty], remains less than 1 as long as *[tex \LARGE x\ <\ 0], contains the point *[tex \LARGE (0,1)], and then takes off quickly toward *[tex \LARGE \infty] as *[tex \LARGE x\ \rightarrow\ \infty]


John
*[tex \LARGE e^{i\pi}\ +\ 1\ =\ 0]
My calculator said it, I believe it, that settles it
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