Home
Class 11
CHEMISTRY
The wavelength of a beam of light is 589...

The wavelength of a beam of light is `5894 Ã…`. Express the value in nanometers.

Text Solution

Verified by Experts

`1Ã…=10^(-10)m=10^(-10)xx10^(9)nm=10^(-1)nm" "[because1m=10^(9)mm]`

Conversion factor `= ((10^(-1)nm))/((1Ã…))`
`5894 Ã… = 5894 Ã… xx` Conversion factor `= (6894Ã…)xx((10^(-1)nm))/((1Ã…))=589.4 nm`.
Promotional Banner

Topper's Solved these Questions

  • MOLE CONCEPT

    DINESH PUBLICATION|Exercise Board Examinations|35 Videos
  • MOLE CONCEPT

    DINESH PUBLICATION|Exercise N.C.E.R.T (Short answer)|13 Videos
  • HYDROGEN

    DINESH PUBLICATION|Exercise LONG|1 Videos
  • NOMENCLATURE OF ORGANIC COMPOUNDS

    DINESH PUBLICATION|Exercise MCQs|13 Videos

Similar Questions

Explore conceptually related problems

The wavelength of light is expressed in

The wavelength of a beam of light in air is 5000 Å . Find the number of waves of the beam in 10 cm of glass of refractive index 1.5 k

The wavelength of a beam of light in air medium is 5200 Å, the wavelength and frequency in glass of R.I. 1.6 are nearly

The wavelength of a beam of light is 25.0 mu m . What is its frequency and wave number ?

What is a divergent beam of light?

The wavelength of a light is of the order of 6400 Å . Express this in micron and metre.

The wavelength of sodium light is 0.0000005893 m. This can be expressed in powers of ten as

The wavelength of light is usually expressed in

The wavelength and frequency of beam of light in water of R.I. 4/3 having wavelength 0.48 micron in air are