How many 420nm photons are emitted per second by an LED with a power of 10 mW?

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An LED with a power of 10 mW emits light at a wavelength of 420 nm. The energy of a single photon is calculated using the formula E=hc/λ, resulting in a value of 4.7328E-19 J for 420 nm. To find the number of photons emitted per second, the power is divided by the energy per photon, yielding a final result of approximately 2.1E16 photons per second. Errors in initial calculations were identified, particularly in the conversion of units and exponent values. The correct approach confirms the emission rate of photons for the specified LED.
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Homework Statement



An LED emits a light beam with a power of 10 mW. The wavelength of the light is 420 nm. How many 420nm photons are emitted per sec.?

Homework Equations



E=hc/lamda is 2.95E-9

P/E= Photons emitted per sec.

(10*10E-3)(2.95E-9)=2.952E-11


The Attempt at a Solution



2.95E-11 is wrong.

2.1E16 photons per/sec. is the answer
 
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Your value for E is wrong.

h=6.626068 × 10-34 m2kg/s
 
Last edited:
okay.

(6.626x10E-34)(3.0x10E8)=1.9878E-25 / 420nm = 4.7328E-28

(10x10E-3) / (4.7328E-28) = 2.1129E25

This is still not 2.1E16
 
XTEND said:
okay.

(6.626x10E-34)(3.0x10E8)=1.9878E-25 / 420nm = 4.7328E-28

You forgot to convert nm to m.
 
XTEND said:
okay.

(6.626x10E-34)(3.0x10E8)=1.9878E-25 / 420nm = 4.7328E-28

(10x10E-3) / (4.7328E-28) = 2.1129E25

This is still not 2.1E16


Check over your exponents in the part in red, it is not E-28.
 
1.9878E-25/4.2E-7 = 4.7328E-19

(10x10E-3) / (4.7328E-19) = 2.1E16

Thank You!
 
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