Practice problem
Find ∫(1+ln∣x∣) dx.\displaystyle\int \left( 1 + \ln|x| \right) \, \mathrm{d}x.∫(1+ln∣x∣)dx.
(Source: CalcBee shortlist)
xln∣x∣x\ln|x|xln∣x∣
xln∣x∣−x+cx\ln|x|-x+cxln∣x∣−x+c
1∣x∣ +c\frac{1}{|x|}\ +c∣x∣1 +c
xln∣x∣+cx\ln|x|+cxln∣x∣+c
Type a concept, like “slope” or “photosynthesis”.