Engineering Solving Source Transforms: Finding v(out)

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The discussion revolves around solving for v(out) in an op-amp circuit using source transforms. Participants seek clarification on how to incorporate the positive terminal simplification into the overall equation and the role of the 370Ω resistor and voltage source at the v(out) node. There's mention of the equation v(out) = A(v(+) - v(-)) and a specific calculation leading to v(out) = 0.4383 V. The conversation emphasizes the need for clear steps and guidance in approaching the problem. Overall, the thread highlights the importance of understanding circuit components and their relationships in op-amp analysis.
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Homework Statement



See Image

Homework Equations



Source Transforms

The Attempt at a Solution



After having simplified the positive terminal of the op amp, how is this calculated into the overall equation to find v(out)? Also, at the v(out) node, in what respect is the 370Ω resistor and voltage source considered? Would this be a subtraction from (Rf/R1)*v(out) equation?
 

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dwn said:

Homework Statement



See Image

Homework Equations



Source Transforms

The Attempt at a Solution



After having simplified the positive terminal of the op amp, how is this calculated into the overall equation to find v(out)? Also, at the v(out) node, in what respect is the 370Ω resistor and voltage source considered? Would this be a subtraction from (Rf/R1)*v(out) equation?

Can you please post your work? This appears to be a pretty straightforward problem.
 
Is there a specific equation we use, or do you know what it is called when the voltage source exists at the positive terminal of op amp?
 
Can someone please provide a little bit of advice or direction on how to solve this. I have simplified the positive terminal of the op amp, and I know that v(out) = A(v(+) - v(-)) ... but I don't know what to calculate.
 
berkeman said:
Can you please post your work? This appears to be a pretty straightforward problem.

One more chance before your thread gets deleted...
 
-v1(Rf/Rin) = v(out)

23.9mV*(33k/1799.6) = v(out) = 0.4383 V
 
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