1.

Let F(x) bet the area bounded by the curve f(t)=(e^(t))/(t) between t=a (a gt 1), t=x and axis of abscissa then the area bounded by g(t)=(e^(t))/(1+t_(0)) (t_(0) gt 0) betweent = a,t = x and axis of abscissais

Answer»

`E^(t_(0))[F(x+t_(0))-2F(a+t_(0))]`
`e^(t_(0))[F(x+t_(0))-F(a+t_(0))]`
`e^(-t_(0))[F(x+t_(0))-F(a+t_(0))]`
`e^(-t_(0))[F(x+t_(0))-F(a+t_(0))]`

Answer :C


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