Genius Jnr - Dimension of self induction is

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Dimension of self induction is

[ML²T²A⁻²]

[ML⁻²T⁻²A⁻²]

[ML²T⁻²A⁻²]

[ML²T²A²]

or

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Abc Right Angled B Ab 24 Cm Bc 7 Cm Determine Sin Cos Ii Sin C Cos C Given Figure Find Tan P Cot R Sin Calculate Cos Tan Two Long Conductors Separated Distance Carry Current I1 I2 Direction Exert Force F Current One Halve Given Sec Calculate Trigonometric Ratios Long Straight Wire Radius R Carries Steady Current Current Uniformly Distributed Across Cross Sectio Cot Evaluate Ii Cot2 3 Cot 4 Check Whether Abc Right Angled B Find Value Sin Cos C Cos Sin C Ii Cos Cos C Sin Sin C Pqr Right Angled Q Pr Qr 25 Cm Pq 5 Cm Determine Values Sin P Cos P Tan P State Whether Following True False Justify Answer Value Tan Always Less 1 Ii Sec Value Angle Iii Cos Evaluate Following Sin60 Cos30 Sin30 Cos 60 Ii 2tan245 Cos230 Sin260 Iii Iv V Choose Correct Option Justify Choice Sin60 B Cos60 C Tan60 Sin30 Ii Tan90 B 1 C Sin45 0 Iii Sin2a 2s 0 B 90 B Find B State Whether Following True False Justify Answer Sin B Sin Sin B Ii Value Sin Increases Increases I Evaluate Ii Iii Cos 48 Sin 42 Iv Cosec 31 Sec 59 Flux Linked Coil Instant Given Induced Emf 3 Tan 2a Cot 18 2a Acute Angle Find Value Tan Cot B Prove B 90 Sec 4a Cosec 20 4a Acute Angle Find Value Dimension Self Induction Express Sin 67 Cos 75 Terms Trigonometric Ratios Angles 0 45 Sulphate Metal X Contains 25 X Sulphate Isomorphous Cuso4 5h2o Atomic Mass X Write Trigonometric Ratios Terms Sec Evaluate Ii Sin25 Cos65 Cos25 Sin65 Following Cases Hund Rule Pauli Exclusion Principle Violated Correct Order Ionic Radii Given Ions