differentiation of x(1+logx)
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Answer:
(1+logx)+1
Step-by-step explanation:
It is in the product way
(uv) = u'v+v'u
Consider u=x, v=1+logx
d/dx (x)(1+logx)+(1+logx)x
1(1+logx)+1/x(x)
1+logx+1
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