Transforming Force Equations with Substitution

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The discussion focuses on solving force equations through substitution, specifically deriving F1 and F2 from given equations. The user struggles with the substitution process, attempting to express F1 in terms of F2 but ends up with an incorrect equation. A suggestion is made to simplify the process by directly substituting one equation into the other. This approach is highlighted as a more straightforward method to reach the desired result. The conversation emphasizes the importance of proper substitution techniques in solving complex equations.
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Homework Statement


in this question , solving equation 1 and 2 , how to get the
F1 = (A1E1 P ) / ( 2A1E1 + A2E2) ? and also F2 ?

Homework Equations

The Attempt at a Solution


we know that F2 = P -2F1 )
I have tried to sub (F2 / A2E2 ) in F1 = (A1E1 P ) / ( 2A1E1 + A2E2) , but i ended up getting (A1E1P - 3 F1A1E1 ) / A2E2 , which is not same as the author , did i miss out any equation ? [/B]
 

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Hi Chetz,

It's a lot easier: substitute [2] in [1] and there you are !
 
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