On your first pass, mark the questions you couldn't solve or found particularly tricky. During your second revision, only solve these "starred" questions.

For engineering students in India, particularly those eyeing the Graduate Aptitude Test in Engineering (GATE), the name is synonymous with rigorous practice. His series for Electrical Engineering (EE) has remained a staple for over a decade, often cited as the "problem-solver’s bible."

| Q | Ans | Solution Concept | |---|-----|------------------| | 1 | (d) | Standard Laplace pair; (a) and (c) are same. | | 2 | 1.2 | Use test source method; dependent source modifies R_th. | | 3 | (a) | N_s = 1500 rpm; N_r = N_s(1-s) = 1440 rpm. | | 4 | 244.44 | For no-load, I_r = 0 ⇒ V_s = A * V_r. | | 5 | (a), (c), (d) | Type 1 system; PM decreases with K, GM infinite. |

The biggest USP – step-by-step, clear, and logical solutions. Even if you get stuck, the solution guides you through the “why” behind every step.

Rk Kanodia Gate Ee Jun 2026

On your first pass, mark the questions you couldn't solve or found particularly tricky. During your second revision, only solve these "starred" questions.

For engineering students in India, particularly those eyeing the Graduate Aptitude Test in Engineering (GATE), the name is synonymous with rigorous practice. His series for Electrical Engineering (EE) has remained a staple for over a decade, often cited as the "problem-solver’s bible." rk kanodia gate ee

| Q | Ans | Solution Concept | |---|-----|------------------| | 1 | (d) | Standard Laplace pair; (a) and (c) are same. | | 2 | 1.2 | Use test source method; dependent source modifies R_th. | | 3 | (a) | N_s = 1500 rpm; N_r = N_s(1-s) = 1440 rpm. | | 4 | 244.44 | For no-load, I_r = 0 ⇒ V_s = A * V_r. | | 5 | (a), (c), (d) | Type 1 system; PM decreases with K, GM infinite. | On your first pass, mark the questions you

The biggest USP – step-by-step, clear, and logical solutions. Even if you get stuck, the solution guides you through the “why” behind every step. His series for Electrical Engineering (EE) has remained