Show that there is exactly one positive number x satisfying
Show that there is exactly one positive number x, satisfying ln(x) = -x. Use two theorems (Rolle's theorem, Intermediate value theorem, mean value theorem, or extreme value theorem...whichever two applies)
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show that there is exactly one positive number x satisfying lnx -x use two theorems rolles theorem intermediate value
a differentiable function f satisfies 1 le f primex le 3 for all real numbers x moreover it is known that f 2 4 use
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the initial-value problemyprime 01xy and y-1 04using eulers method estimatenbspy0nbspwith step sizenbsph 05 using
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