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Hi guys, 

I need  some help in a chemistry question. 

The question is: A laser pointer emits a light of 4.72*10^14 Hz, and the power of the laser is 1mW, how many moles of photons does it emit per minute?

 

I already know that Power= Energy/Time. And I already found out the energy produced by the laser pointer (3.129*10^-19 J), but now i'm stuck. I really need some help :P

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Now how in the fuck is this chemistry?

 

Then again, half of the shit I'm doing in chemistry right now... Isn't even chemistry.

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I'm 13... sooo there's that xD

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Hi guys, 

I need  some help in a chemistry question. 

The question is: A laser pointer emits a light of 4.72*10^14 Hz, and the power of the laser is 1mW, how many moles of photons does it emit per minute?

 

I already know that Power= Energy/Time. And I already found out the energy produced by the laser pointer (3.129*10^-19 J), but now i'm stuck. I really need some help :P

 

You can't use moles to define the number of photons.

 

Ignore me. 

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i already did that part, since E= hf then, E= 6.63*10^-34 * 4.72*10^14, and that is 3.129*10^-19 J. 

 

1. Next you need to find how much energy is produced in a minute by the laser. Energy = Power * Time

2. Now divide this energy by the energy of each photon, and you have the number of photons emitted in a minute.

3. Divide that number by Avogadro's constant and you get the number of moles of photons emitted in a minute.

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E= hf so E = 6.63*10-34*4.72*10^14 Hz = E (where E is a single photon energy) 

 

P = E /t 

1*10^-3 *60 = E * Total number of photons

 

total # photons = 1*10-3*60/ E = 1.98*10^17 / 6.023*10^23(avagadros constant) = 3.29*10^-7? I not 100 % sure 

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i already did that part, since E= hf then, E= 6.63*10^-34 * 4.72*10^14, and that is 3.129*10^-19 J. 

That's the energy of a single photon. The energy emitted by a 1 mW laser is (W=J/s), therefore 1 mW during 60s equals to 0.06 J/min output. 

 

0.06/3.129*10^-19 equals to 2.87*10^20 photons per minute. Divide that by the Avogadro number, and get ~0.000477 moles/minute.

 

(the energy of a photon is based on OP's calculations, I haven't checked that)

 

So I managed to bollocks up the math, the guy below me has the right answer

Any unknown button should be pressed even number of times.

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1*10^6 * 60 Is energy of Laser per minute = 60*10^6

Energy of one photon is hf = 6.62606957*10^-34 * 4.72*10^14 = 3.128 *10^-19

 

60*10^6/3.128*10^-19 = 1.91*10^26 Photons per minute

 

1.91*10^26/6.02*10^23 = 317.16

Dude, milliwatts, not megawatts :3

Any unknown button should be pressed even number of times.

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That's the energy of a single photon. The energy emitted by a 1 mW laser is (W=J/s), therefore 1 mW during 60s equals to 0.06 J/min output. 

 

0.06/3.129*10^-19 equals to 2.87*10^20 photons per minute. Divide that by the Avogadro number, and get ~0.000477 moles/minute.

isn't 0.06/3.129*10^-19 = 1.91*10^17? 

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