In C.G.S. system the magnitude of the force is 100 dynes. In another system wher

Question

In C.G.S. system the magnitude of the force is 100 dynes. In another system where the fundamental physical quantities are kilogram, metre and minute, the magnitude of the force is

Options:

A . 0.036

B . 0.36

C . 3.6

D . 36

Answer: Option C
:
C

n_{2} = n_{1} {(\frac{M_{1}}{M_{2}})}^{1} {(\frac{L_{1}}{L_{2}})}^{1} {(\frac{T}{T_{2}})}^{- 2}

= 100 {(\frac{g m}{k g})}^{1} {(\frac{c m}{m})}^{1} {(\frac{s e c}{m i n})}^{- 2}

= 100 {(\frac{g m}{10^{3} g m})}^{1} {(\frac{c m}{10^{2} c m})}^{1} {(\frac{s e c}{60 s e c})}^{- 2}

n_{2} = \frac{3600}{10^{3}} = 3.6

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