Question

The energy of the photon is

a. Directly proportional to its bandwidth b. Directly proportional to the planck's constant c. Directly proportional to boltzmann's constant d. Inversely proportional to the planck's constant

Answer 1

directly proportional to planck's constant with the given by
energy of photon = hC/lambda
where h is planck's constant

Answer 2

The energy of the photon is b) Directly proportional to the Planck's constant.

Explanation:

We are aware that photons have their own energy. The wavelength has no bearing on the quantity of energy since the energy is inversely proportional to the electromagnetic frequency of the photon.

The photon's energy will be high if its frequency is high. Therefore, we may conclude that a photon's energy is lower if its wavelength is longer.

We may claim that a more powerful red light than a less intense blue light can deliver more power to a certain location. We are aware that the electronvolt (eV) and joule are two units used to measure photon energy.

The equation: gives the photon's energy.

E = hf

Where,

Photon energy equals E, Planck's constant equals h, and electromagnetic frequency equals f, measured in Hertz or Hz.

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