Chemistry, asked by sushilkumar5559, 10 months ago

Consider a photon of continuous X-ray and a photon of characteristic X-ray of the same wavelength. Which of the following is/are different for the two photons?
(a) Frequency
(b) Energy
(c) Penetrating power
(d) Method of creation

Answers

Answered by stefangonzalez246
0

Method of creation is different for the photon of continuous X-ray and a photon of characteristic X-ray of the same wavelength.

Explanation:

Photons

  • It is called x rays, and they are produced by interactions of electrons.
  • (0.01 nm to 10 nm) is the wavelength of x ray photons.
  • X ray photon may interact to matter through photoelectric absorption and Compton scattering.
  • The frequency of two photons are equal.
  •    Photon energy is  

             E=hv

  • The continuous x ray of photon is equal to the characteristics x rays of photon in the penetrating power.
  • An electron transition from one to another shell is created by the characteristics x- ray of photon.
  • An electrons kinetic energy is converted to electromagnetic radiation of photon was created by the continuous x ray of photon.

To learn more;

  1. https://brainly.in/question/5357370
  2. https://brainly.in/question/10018369
Answered by shilpa85475
0

The correct answer is (d), which is the Method of creation.

EXPLANATION:

  • Let’s consider that λ2 and λ1 are the photons’ wavelengths of the characteristic and continuous X-rays, respectively.

Given:

  • λ1 =λ2 =λ
  • Now, frequency ν is shown as v = cλ1 = cλ2  
  • ⇒ν=cλ
  • So, both the photons have the same frequency.
  • Photon’s energy, E is shown as E = hv
  • Both the photons have the same frequency and they have the same energy. The photon of the characteristic x-ray and the continuous x-ray has the same penetrating power.
  • The characteristic x-ray’s photon is formed due to the electron transition to another shell from one shell. The continuous x-ray’s photon is formed due to the electron’s kinetic energy conversion into the electromagnetic radiation’s photon.

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