If you're looking for specific topics that Bakshi covers well, they include:
You can find solved problems from these topics on YouTube by searching "Bakshi circuit analysis solved example" – many Indian educators walk through Bakshi's exercise problems step by step.
Bakshi teaches both methods for transient analysis. For semester exams, use the differential equation method (classical approach) as most professors prefer to see i(t) = I_f + (I_i - I_f)e^-t/τ. Use Laplace for GATE prep. electrical circuit analysis bakshi pdf
a) Shallow Conceptual Explanation: The book tells you how to solve problems, but not why the methods work. For example, the section on Laplace transforms provides the final formulas for V(s) but glosses over the physical meaning of initial conditions. Students often end up memorizing steps rather than understanding circuits.
b) Errors in Some Editions: Older PDF versions (before 2018) contain noticeable errors – wrong signs in KVL equations, miscalculated Thevenin resistances, or mismatched answers. Always check the edition year. The 2020+ editions are better proofread. If you're looking for specific topics that Bakshi
c) Poor Coverage of Network Graph Theory: If your syllabus includes cut-sets, tiesets, and incidence matrices (common in GATE preparation), this book covers it superficially at best. You would need a different text (e.g., Valkenburg or Hayt).
d) No Simulation or Real-World Context: Unlike modern textbooks (e.g., Alexander & Sadiku), there is no mention of SPICE, MATLAB, or real circuit behavior (parasitics, tolerance). It is purely theoretical. You can find solved problems from these topics
e) Dense, Monochrome Layout: The typesetting is cramped, with little white space. For a subject that requires margin notes and redrawing circuits, the PDF version can be hard to read on a small screen.
Yes, if:
No, if:
Bakshi is famous for his theorem sections. For Thevenin, do not just calculate Vth and Rth. Remove the load and physically trace the current path. Draw the equivalent circuit yourself.