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The ratio of SI units to CGS units of retardation is

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10^{- 2}

10^{2}

10

10^{- 1}

answer is B.

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Detailed Solution

The ratio of SI units to CGS units of retardation is

10^{2}

.
The SI unit of retardation is

\frac{m}{S^{2}}

The CGS unit of retardation

\frac{cm}{S^{2}}

As we know that

\Rightarrow 1 m = 10^{2} cm

Then the ratio of SI to CGS unit is given by

= \frac{\frac{m}{S^{2}}}{\frac{cm}{S^{2}}}

= \frac{\frac{10^{2} cm}{S^{2}}}{\frac{cm}{S^{2}}}

= 10^{2}

= \frac{\frac{10^{2} cm}{S^{2}}}{\frac{cm}{S^{2}}}

= 10^{2}

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