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Show that angular momentum has the same ...

Show that angular momentum has the same dimensions as the Planck's constant.

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Planck constant has the same dimensions as

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Which of the following has the same dimension as Planck's constant : Torque, gravitational constant, angular momentum ?

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Assertion : If a particle moves with a constant velocity, then angular momentum of this particle about any point remains constant. Reason : Angular momentum has the units of Plank's constant.

Planck's constant has the dimensions of

SL ARORA-Units and Measurements-Exercise
  1. Dimensions of force constant are

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  2. By the use of dimensions, show that energy per unit volume is equal to...

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  3. Show that angular momentum has the same dimensions as the Planck's con...

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  4. If force (F), length(L) and time (T) as chosen as the fundamental quan...

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  5. Calculate the dimensions of ther force and impulse taking velocity, de...

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  6. Calculate the dimensions of linear momentum and surface tension in ter...

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  7. In the expression P =E I^2 m^(-5) G^(-2), E, m, I and G denote energy,...

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  8. The unit of force in SI system is newton (N) and in CGS system is dyne...

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  9. If the value of universal gravitational constant is 6.67xx10^(11) Nm^2...

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  10. The density of mercury is 13.6 g cm^(-3) in CGS system. Find its value...

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  11. The surface tension of water is 72 dyne/cm. Express is in SI units.

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  12. An electriv bulb has a power of 500 W. Express it in CGS units.

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  13. If the value of atmospheric pressure is 10^(6) dyne cm^(-2), find its ...

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  14. The value of Stefan's constant is sigma =5.76xx 10^(-8) J s^(-1) m^(-2...

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  15. Find the value of 100 J on a system which has 20 cm, 250g and half min...

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  16. If the unit of force energy and velocity are 20 N, 200J and 5m//s, fin...

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  17. When 1m, 1kg and 1min. Are taken as the fundamental units, the magnitu...

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  18. Test the dimensional consistency of the following equations: v= u + at

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  19. Test the dimensional consistency of the following equations: s= ut + (...

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  20. Test the dimensional consistency of the following equations: v^2 - u^2...

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