The discussion revolves around a system of equations involving variables A1, A2, A3, A4, and constants c, d, and w. Participants are examining the nature of the system, particularly its linearity and the correctness of certain expressions derived from it.
The discussion is active, with participants providing feedback on the original poster's attempts and exploring different interpretations of the system's properties. There is no explicit consensus on the nature of the equations, but productive dialogue is occurring around the verification of expressions and the classification of the system.
Participants are navigating potential misunderstandings regarding the variables and constants involved, particularly concerning the role of w in the equations. The original poster's attempts are accompanied by external references to images, which may influence the discussion's direction.
Knowing that, the OP should be able to easily fix A1 and A3.kuruman said:
I agree. This particular system lends itself to using Cramer's rule because of all the zeroes on the right hand side.scottdave said:
The system is linear in A1, A2, A3, and A4 .symbolipoint said:
These two equations are shown in the system:SammyS said:
Not linear. That shows an exponent of 2 on the w. If I misunderstand, then w is not a variable; but A1, A2, and A3 must be the variables. If this latter is the case, then yes; linear system.
