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How many photons of lights having a wave...

How many photons of lights having a wave length of `5000 A` are necessary to provide `1` Joule of energy?

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To find out how many photons of light with a wavelength of \(5000 \, \text{Å}\) (angstroms) are necessary to provide \(1 \, \text{Joule}\) of energy, we can use the formula for the energy of a single photon: \[ E = \frac{hc}{\lambda} \] Where: - \(E\) is the energy of one photon, ...
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How many photons of light having a wavelength of 4000Å are necessary to provide 1J of energy ? (h= 6.63 xx 10^(-34)J.s, c=3 xx 10^(8)m//s)

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Knowledge Check

  • The photons of light having a wavelength 4000 Å are necessary to provide 1.00 J of energy are.

    A
    `6.023 xx 10^23`
    B
    `6.023 xx 10^18`
    C
    `2.01 xx 10^18`
    D
    `2.01 xx 10^23`
  • The number of photons of light having wavelength 100 nm which can provide 1 J energy is nearly:

    A
    `10^(7)` photons
    B
    `5xx10^(18)` photons
    C
    `5xx10^(17)` photons
    D
    `5xx10^(7)` photons
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