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#1 |
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![]() dy ~~ e^x ln [x] =............dxthanks before
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#2 |
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![]() ... derivate.. just do product rule.. e^x[1/x]+[ln(x)*e^x]
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#3 |
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![]() u differentiate...usin product rule....u'v+ uv' where u is the first term (e^x) and v is the second ln (x)so the differential of e^x is e^x and the differential of ln x is 1/x(if u wondering how? its bcoz the mathmatician whoever made this said so)so usin product rule: e^x*ln (x) + e^x*1/x
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