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The time required for the light to pass ...

The time required for the light to pass through a glass slab ( refractive index=1.5) of thickness `4 mm` is (c=`3xx10^(8)ms^(-1)` speed of light in free space)

A

`10^(-11)s`

B

`2xx10^(-11)s`

C

`2xx10^(11)s`

D

`2xx10^(-5)s`

Text Solution

Verified by Experts

The correct Answer is:
B

(b) we have `n_(a)c_(a)=n_(g)c_(g)`
`n_(g)/n_(a)=c_a/c_g`
`3/2=(3xx10^(8))/c_(g)`
`c_(g)=2xx10^(8)`
Time = `"Distance"/"Speed"`
`t=(4xx10^(-3))/(2xx10^(8))`
`t=2xx10^(-11)s`
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