lim arctan e^x

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求下列不定积分 ∫(arctan e^x)/(e^x)dx

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求∫arctan(e^x)/(e^x)dx?

求∫arctan(e^x)/(e^x)dx?求∫arctan(e^x)/(e^x)dx?求∫arctan(e^x)/(e^x)dx?a=e^xx=lnadx=da/a所以原式=∫arctana*da/

∫(0→1) arctan(e^x)/e^x dx

∫(0→1)arctan(e^x)/e^xdx∫(0→1)arctan(e^x)/e^xdx∫(0→1)arctan(e^x)/e^xdx给你思路吧--具体自己算好么化成arctan(e^x)/e^2