Mathematics

Mathematics

Problem

For the function p(x)=exp(x)=e^{x}, let pˉ1\bar p_1 be its average value on [0,ln⁡2][0,\ln 2] and pˉ2\bar p_2 be its average value on [ln⁡2,ln⁡4][\ln 2,\ln 4]. By approximately how much (to the nearest whole percent) does pˉ2\bar p_2 exceed pˉ1\bar p_1? a) 50%50\% b) 100%100\% c) 0%0\% d) 200%200\%

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