![Comparison of spectral response of the visual system (V-lambda) and the... | Download Scientific Diagram Comparison of spectral response of the visual system (V-lambda) and the... | Download Scientific Diagram](https://www.researchgate.net/publication/310392362/figure/fig14/AS:646443882778628@1531135640544/Comparison-of-spectral-response-of-the-visual-system-V-lambda-and-the-circadian-system.png)
Comparison of spectral response of the visual system (V-lambda) and the... | Download Scientific Diagram
![The wavelength of blue light in air is 4500 A . What is its frequency ? If the refractive index for blue light is 1.55 in glass what will be the wavelength The wavelength of blue light in air is 4500 A . What is its frequency ? If the refractive index for blue light is 1.55 in glass what will be the wavelength](https://dwes9vv9u0550.cloudfront.net/images/5617213/e73da081-78aa-4d78-91a3-b4fab575d668.jpg)
The wavelength of blue light in air is 4500 A . What is its frequency ? If the refractive index for blue light is 1.55 in glass what will be the wavelength
![If mu = A + B/lambda + C/lambda^ 2 then find dimensions of A,B and C respectively (A,B,C are constant) where lambda is wavelength of wave If mu = A + B/lambda + C/lambda^ 2 then find dimensions of A,B and C respectively (A,B,C are constant) where lambda is wavelength of wave](https://haygot.s3.amazonaws.com/questions/2024311_1228762_ans_b8c0ff677f904065adfcf4adeeec0760.jpg)
If mu = A + B/lambda + C/lambda^ 2 then find dimensions of A,B and C respectively (A,B,C are constant) where lambda is wavelength of wave
![mu = A + (B)/(lambda) + (C)/(lambda^(2)) si dimensionally correct. The dimensions of A,B and C respectively are (mu, A,B,C are constant) where lambda is wave length of wave mu = A + (B)/(lambda) + (C)/(lambda^(2)) si dimensionally correct. The dimensions of A,B and C respectively are (mu, A,B,C are constant) where lambda is wave length of wave](https://d10lpgp6xz60nq.cloudfront.net/web-thumb/12928985_web.png)
mu = A + (B)/(lambda) + (C)/(lambda^(2)) si dimensionally correct. The dimensions of A,B and C respectively are (mu, A,B,C are constant) where lambda is wave length of wave
![mu = A + (B)/(lambda) + (C)/(lambda^(2))` si dimensionally correct. The dimensions of `A,B` and - YouTube mu = A + (B)/(lambda) + (C)/(lambda^(2))` si dimensionally correct. The dimensions of `A,B` and - YouTube](https://i.ytimg.com/vi/R_5Tys2SmIE/maxresdefault.jpg)