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answer the qestions ill post to down plz.
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\[\int\limits_{}dx/lnx\]
\[\int\limits_{}(sinx/x)*dx\]
these 2 questions.
\[ e^{t}e - \int\limits_{}e^{t}de\]
that was for the first one
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so it will be i tihnk \[e^{t}e - (e^{t+1}/t+1) + c\]
∫(sinx/x)∗dx = -(Cosx + xSinx)/x + c where c is a constant
but sotarantino what about he first one?
∫dx/lnx := x/(lnx)^2 +c
thanx
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