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`         The focal lengths of a convex lens for red, yellow and violet rays are 100 cm, 98 cm and 96 cm respectively. Find the dispersive power of the material of the lens.`
5 years ago

```							. The focal length of a lens is given by
1/f = (μ - 1) (1/R base 1 – 1/R base 2)
⇒ (μ - 1) = 1/f * 1/(1/R base 1 – 1/R base 2) = K/f ….(1)
So, μ base r – 1 = K/100 …(2)
Μ base y – 1 = K/98 ….(3)
And μ base v – 1 = K/98  (4)
So, Dispersive power = ω = μ base v - μ base r/ μ base y – 1 = (μ base v - 1) – (μ base r - 1)/( μ base y - 1) = K/96 – K/100/K/98 = 98 * 4/9600 = 0.0408
```
5 years ago
```							Sol. The focal length of a lens is given by
1/f = (μ - 1) (1/R base 1 – 1/R base 2)
⇒ (μ - 1) = 1/f * 1/(1/R base 1 – 1/R base 2) = K/f ….(1)
So, μ base r – 1 = K/100 …(2)
Μ base y – 1 = K/98 ….(3)
And μ base v – 1 = K/98  (4)
So, Dispersive power = ω = μ base v - μ base r/ μ base y – 1 = (μ base v - 1) – (μ base r - 1)/( μ base y - 1) = K/96 – K/100/K/98 = 98 * 4/9600 = 0.0408

```
5 years ago
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