JOINT PDF AND MArginal PDF

[mS3105]

[Phi for All]

We don't give answers here, but can help if you let us know how far you've gotten and what parts you don't understand.

[mS3105]

I have completed 1.a   please give me idea to find probability density function of f(E,t)... I dont know how to take eq for pdf.

[studiot]

13 minutes ago, mS3105 said:

I have completed 1.a   please give me idea to find probability density function of f(E,t)... I dont know how to take eq for pdf.

The question is asking you to solve the given differential equation for which the pdf = f(E,t) is a solution.

I know less than nothing about python, but since the question asks for computer code, is it asking for a numerical solution ?

I note part 1a specifically asks for an analytical integral.

It is also worth noting that any solution is likely to be an exponential, since the second derivative is an exponential.

 

 

[mS3105]

 

53 minutes ago, studiot said:

The question is asking you to solve the given differential equation for which the pdf = f(E,t) is a solution.

I know less than nothing about python, but since the question asks for computer code, is it asking for a numerical solution ?

I note part 1a specifically asks for an analytical integral.

It is also worth noting that any solution is likely to be an exponential, since the second derivative is an exponential.

 

 

I want the answer of pdf (e,t) in as solution so I can code it... and do after process of finding marginal pdf....

Is the given eq is pdf

Or solution of eq is pdf