Question

q What is the energy of a photon of each of the above?
11. A certain green light has a frequency of 6.26 x 10 Hz What is the wavelength of the light? 13. What is the energy of the
1. What is the energy of a quantum of light of frequency 4.31 x 10 Hz? 2. A certain violet light has a wavelength of 413 nm.
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Answer #1

Following is the - complete Answer -&- Explanation: for the first four questions ( i.e. Q.1 to Q.4 ), of the given: Question Set: in....image & typed format...

Question - ANSTER: Energy of the Lights & = 2.85*10-19 J (Joule) Explanation). Geven - frequency f the Light = 4.34 x 10 42,14 h question :- ANSWER : Frequency o 4. = 7.26 x 10 Hz. Explanation - - Given ② Wavelength : 7 = 413 nm = 4. 23 x 107 meter-------------------------------------------------------------------------------------------------------

\RightarrowQuestion - ( 3 ):

\RightarrowAnswer:

Wavelength of the green light:  \lambda =  479 nm ( nano meters )

\RightarrowExplanation:

Following is the complete Explanation: fro the above: Answer.

  • Given:
  1. Frequency of the Light: \nu =  6.26 x 1014 Hz  OR s -1  
  2. We know:   \nu =  c / \lambda ------------------------------------------------Equation - 2
  • Step - 1:

​​​​​​​From Equation - 2: we get the following:

\Rightarrow\lambda =  c / \nu    --------------------------------------Equation - 3

Plugging in values in Equation - 3: we would get:

\Rightarrow   \lambda = ( 3.0 x 108 m/s ) / (6.26 x 1014 Hz ) =  4.79 x 10 -7 m = 479 nm ( nano meters )

---------------------------------------------------------------------------------

\RightarrowQuestion - (4):

\RightarrowAnswer:

Energy of the violet light: of Question - 2:  E =  4.81 x 10 -19 J  ( Joule ) ​​​​​​​

\RightarrowExplanation:

Following is the complete Explanation: for the above: Answer.

  • Step - 1:

​​​​​​​We know: E = h x  \nu  -------------------Equation - 4

\Rightarrow We have found from the answer: of Question - 2:

\nu = 7.26 x 1014 Hz

  • Step - 2:

​​​​​​​Plugging in values in: Equation - 4: we would get the following:

\Rightarrow  E = ( 6.626 x 10 -34 J. s ) x ( 7.26 x 1014 Hz ) = 4.81 x 10 -19 J  ( Joule )

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