Integration (x-a/x - x/x+a)
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Answer:
=2x+a-a log x -a log(x+a)
Step-by-step explanation:
∫x-a/x+∫x/x+a
=∫1-a/x+∫x dx/x+a
x-a logx +∫x dx/x+a
x+a=t
dt=dx
x=t-a
∫x dx/x+a=∫ 1-a/t dt
x-a logx +t-a log t
=x-a logx +x+a-a log(x+a)
2x+a-a log x-a log(x+a)
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