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Solving circuits is one of the most challenging tasks for the undergraduate student as it involves numerous theorems, concepts, and processes for solving the circuits. But following a planned problem solving strategy simplifies the problem, making it easier to solve.

  1. Confidence is the first and most prominent task to solve the circuit problems. Believe that you can solve the problems, then, ultimately, the formulas, information and ideas will come to your mind.
  2. Gain knowledge of mesh analysis [1] , nodal analysis [2] and some theorems like Thevenin equivalence, Norton equivalence, and superposition.
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  3. Look at the circuit and be clear about what is to be determined.
  4. Normally, there are many ways to solve a circuit but there are only one or two easy ways to the solution.
  5. Remember, while solving circuits, to slowly review the solution process in your mind. This will lead you to the next step in your solution. It is part learned attack strategies and part insight. The most helpful problem-solving skills will be developed over many sessions and by acquiring a good understanding of circuit theory and the transforms and simplifications that are available.
  6. Remember that you are working with a set of equations and can use linear algebra techniques and matrix manipulations to easily extract a solution or solution sets. If you are not familiar with linear algebra, take the time to learn the techniques, particularly Cramer's rule, and to develop proficiency. This tool will speed your analysis immensely.
  7. First, ask yourself if the answer seems reasonable. Remember, most solutions are physically possible, though not all. Use the substitution method to verify your answer.
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  • Question
    Why would I have electricity with fuse out of fuse box?
    Donagan
    Top Answerer
    Apparently there is another circuit not affected by the fuse.
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      • Use all the tools available: transforms, linear algebra, dimensional analysis, nonlinear modelling, chief among them.
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