If L denotes the inductance of an inductor through which a current i i

1.	If L denotes the inductance of an inductor through which a current i is flowing, the dimensions of Li2 are (A) [L2 M1 T-2] (B) Not expressible in LMT (C) [L1 M1 T-2] (D) [L2 M2 T-2]
Answer» Answer is (A) [L² M¹ T^-2] \(\frac{1}{2}\) Li² = energy stored in an inductor = [M¹ L²T^-2]

If L denotes the inductance of an inductor through which a current i is flowing, the dimensions of Li2 are (A) [L2 M1 T-2] (B) Not expressible in LMT (C) [L1 M1 T-2] (D) [L2 M2 T-2]

Answer»

Answer is (A) [L² M¹ T^-2]

\(\frac{1}{2}\) Li² = energy stored in an inductor

= [M¹ L²T^-2]

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If L denotes the inductance of an inductor through which a current i is flowing, the dimensions of Li2 are (A) [L2 M1 T-2] (B) Not expressible in LMT (C) [L1 M1 T-2] (D) [L2 M2 T-2]

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