Help with OP AMP Circuit Question

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SUMMARY

This discussion focuses on solving an operational amplifier (OP AMP) circuit problem using a straightforward algebraic approach. The key steps outlined include writing the voltage equations for the OP AMP's inverting and non-inverting inputs, specifically V- = Vo/2 and V+ = f(Vin), where f(Vin) is derived using Ohm's and Kirchhoff's laws. The final step involves equating V+ and V- to solve for the ratio Vo/Vin. This method simplifies the analysis and provides a clear solution path that may not be covered in standard textbooks.

PREREQUISITES
  • Understanding of operational amplifier fundamentals
  • Familiarity with Ohm's Law
  • Knowledge of Kirchhoff's circuit laws
  • Basic algebra skills for circuit analysis
NEXT STEPS
  • Study operational amplifier configurations and their applications
  • Learn about feedback mechanisms in OP AMP circuits
  • Explore advanced circuit analysis techniques using Laplace transforms
  • Review textbook examples of OP AMP circuit problems for comparison
USEFUL FOR

Electronics students, circuit designers, and engineers seeking to enhance their understanding of operational amplifier circuits and improve their problem-solving skills in electronics.

shawen
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hi, i reallyt need help in this question.
i tried this but i am not sure how to start this, so if you can provide me little help i will really appreciate it

its based on OP AMP circuit

thanks guys
 

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This looks like a homework problem. Try the homework forum.
 
"Dr Hardy's Painless Method"

Here's what i find the simplest approach, and i doubt you'll find it in your textbook:
OP-amp circuits do algebra.
They do it by forcing the OP-amp's inputs equal.
It is the duty of the circuit designer to wrap the OP-amp with a circuit that allows it to do that.
So --- see if these three simple steps work for you,
1. Write the equation for voltage at opamp's - input , looks to me trivial by inspection , V- = Vo/2 .
2. Write the equation for voltage at opamp's + input, it's a function of Vin and some constants, V+ = f(Vin) , you should find that f(Vin) easily with laws of Ohm and Kirchoff
3. Set those two equations equal , V+ = V- , and solve for Vo/Vin .

Then you should prove to yourself that's the same result you'd get by your textbook methodold jim
 
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