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∫ln(tanx)/(sinxcosx)dx=∫ln(tanx)·cosx/(sinxcos²;x)dx=∫ln(tanx)·1/tanx·sec²;x dx=∫ln(tanx)·1/tanx d(tanx)=∫ln(tanx)d[ln(tanx)]=(1/2)[ln(tanx)]²;+ C
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