MHB Solve Equations for Variable dp/dL with Expert Help

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The discussion focuses on solving equations for the variable dp/dL, with emphasis on isolating (dp/dL)^(1/B) before raising both sides to the B power. Users express the need to solve multiple equations for dp/dL and inquire about software options for assistance. Mathematica is suggested as a viable tool, with a specific code example provided for solving one equation. Additionally, the user asks if MATLAB can be used for this purpose and seeks guidance on how to begin. The conversation highlights the need for effective computational tools in solving complex equations.
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Can soView attachment 2339me one help to these equation for variable dp/dL
 

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Do you need to solve all of these for $dp/dl?$ The second one is straight-forward. For any of the equations with $(dp/dl)^{1/B}$, first isolate $(dp/dl)^{1/B}$ on one side of the equation, and then raise both sides to the $B$ power.
 
Ackbach said:
Do you need to solve all of these for $dp/dl?$ The second one is straight-forward. For any of the equations with $(dp/dl)^{1/B}$, first isolate $(dp/dl)^{1/B}$ on one side of the equation, and then raise both sides to the $B$ power.

YEs i need both equation to solve for dp/dL.Can you do this for me or tell me any software that can do this kind of operation
 
As an example, you can give Mathematica the following code, and it will solve the first one for $p'(L)$:

Code:
Solve[q==Pi((1/(2A) (p'[L])^(1/B)(B/(3B+1))((D/2)^((3B+1)/B)-Lambda^((3B+1)/B))-(C/3)((D/2)^3-Lambda^3))),p'[L]]

I tried it on Wolfram Alpha, but it didn't understand the command.
 
Ackbach said:
As an example, you can give Mathematica the following code, and it will solve the first one for $p'(L)$:

Code:
Solve[q==Pi((1/(2A) (p'[L])^(1/B)(B/(3B+1))((D/2)^((3B+1)/B)-Lambda^((3B+1)/B))-(C/3)((D/2)^3-Lambda^3))),p'[L]]

I tried it on Wolfram Alpha, but it didn't understand the command.

I have Matlab Installed can it be solved if yes then help me to start with
 
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