I have X(r) which has different value in different r. How can I integrate f(r)=(X(r)-constant)/constant w.r.t dr from 0 to infinity? I know at r =0, f(r)=1 and r=infinity f(r)=0. i.e integration will converge.

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Rajesh 2014-4-19

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I have X(r) which has different value in different r. How can I integrate f(r)=(X(r)-constant)/constant w.r.t dr from 0 to infinity? I know at r =0, f(r)=1 and r=infinity f(r)=0. i.e integration will converge.

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I have X(r) which has different value in different r. How can I integrate f(r)=(X(r)-constant)/constant w.r.t dr from 0 to infinity? I know at r =0, f(r)=1 and r=infinity f(r)=0. i.e integration will converge.

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I have X(r) which has different value in different r. How can I integrate f(r)=(X(r)​-constant)​/constant w.r.t dr from 0 to infinity? I know at r =0, f(r)=1 and r=infinity f(r)=0. i.e integration will converge.

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I have X(r) which has different value in different r. How can I integrate f(r)=(X(r)-constant)/constant w.r.t dr from 0 to infinity? I know at r =0, f(r)=1 and r=infinity f(r)=0. i.e integration will converge.

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