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A dimensionally correct equation need no...

A dimensionally correct equation need not be actually correct, but a dimensionally incorrect equation is necessarily wrong. Justify.

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CHETANA PUBLICATION-UNITS AND MEASUREMENTS-EXERCISE
  1. List the limitation of analysis.

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  2. Can two different physical quantities have same dimensions?

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  3. A dimensionally correct equation need not be actually correct, but a d...

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  4. If two physical quantities have the same dimensions, do they represent...

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  5. Show that production of pressure (P) and volume (V) has dimensions of ...

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  6. Force experienced by charge 'q' moving with velocity 'v' in a magnetic...

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  7. v = at + frac(b)(t+c) + v0 is dimensionally valid equation Obtain the ...

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  8. Check weather the equation is dimensionally correct v^2 = u^2 + 2as^2.

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  9. Consider a small sphere falling through a medium. The viscous force ac...

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  10. Assume that the speed (v) of sound in air depends upon the pressure (P...

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  11. If length 'L', force 'F' and 'T' are taken as fundamental quantities, ...

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  12. The density of mercury is 13.6 g//cm^3 using dimensional analysis expr...

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  13. An object is falling freely under the gravitational force. Its velocit...

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  14. Find dimensions of permittivity of vacuum, if F=frac(1)(4pi epsilon0) ...

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  15. List the reasons for arising uncertainties in observations.

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  16. What is an error explain types of error.

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  17. What are the methods to minimise errors?

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  18. Define. (i) Most probable value. (ii) Absolute error. (iii) Relati...

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  19. The masses of two bodies are measured to be 15.7 +- 0.2 kg and 27.3 +...

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  20. The side of an object measured by means of a vernier callipers is 3.52...

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