Refractive index of diamond is 2.42 and that of carbon disulphide is 1.63. Calculate refractive index of diamond with respect to carbon disulphide.

1.48

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0.67

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2.42

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1.63

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Solution

The correct option is A
1.48

Given:
Refractive index of diamond, $n_{1} = 2.42$
Refractive index of carbon dispulphide, $n_{2} = 1.63$

Refracitve index of diamond with respect to carbon disulphide will be:
$n_{12} = \frac{n_{1}}{n_{2}}$
$n_{12} = \frac{2.42}{1.63} = 1.48$

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Refractive index of diamond is 2.42 and that of carbon disulphide is 1.63. Calculate refractive index of diamond with respect to carbon disulphide.

The correct option is A 1.48 Given: Refractive index of diamond, n1=2.42 Refractive index of carbon dispulphide, n2=1.63 Refracitve index of diamond with respect to carbon disulphide will be: n12=n1n2 n12=2.421.63=1.48

The correct option is A
1.48

Given:
Refractive index of diamond, $n_{1} = 2.42$
Refractive index of carbon dispulphide, $n_{2} = 1.63$

Refracitve index of diamond with respect to carbon disulphide will be:
$n_{12} = \frac{n_{1}}{n_{2}}$
$n_{12} = \frac{2.42}{1.63} = 1.48$