A particular photon has a wavelength of approximately 2 x 10-7m. What is the energy, in joules, associated with this photon? A. 1.5 x 1015 B. More information is needed. C. 1 x 1018 D. 1 x 10-18 E. 4 x 10-32
@sweetburger
Those are exponents btw
I cant remember i think E = planks constant (speed of light) all divided by the wavelength but im not sure
i got to look it up
A. 1.5 x 10^15 B. More information is needed. C. 1 x 10^18 D. 1 x 10^-18 E. 4 x 10^-32
is the frequency 2x10^-7?
i mean wavelength?
not frequency
Yes it is
welp im trying the speed of light/ the wavelenght of light to find the frequency which i get to be 15seconds and then i multiply it by planks constant 6.6x10^-34 to find the energy but im not getting anything close to the correct answer only like 9.9x10^33
So how sure are you? Like 100% sure about the answer?
well i know my math is sound i used my calculator and i used the E=HV which would be the equation to find the energy of a photon and i used C=wavelength(V) to find the missing frequency. So maybe in this question they are expecting to say not enough information given, but i really dont know.
What would you say? What's the BEST answer choice?
im going to check to make sure my units are correct maybe i didnt solve for Joules
Ok yeah it says solve for Joules maybe that's why...
well i solved it definitely for joules so idk
A particular photon has a wavelength of approximately 2 x 10^-7m. What is the energy, in joules, associated with this photon? You looked carefully at that ^^ right?
ya, your given wavelenght so you can either use planks constant times the speed of light divided by the wavelenght to find the energy of the photon or you can divide the speed of light by the wavelength to get the frequency and then multiply times planks constant which give you the same answer either way
2x10^-7 M <-- did you factor in the M?
you do know m means meters right?
Ok so what should I choose for my answer? I have to move on to the next question...
I would just put B. Idk i have studied this stuff in ages
havent*
Join our real-time social learning platform and learn together with your friends!