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The yellow LED is reverse biased and the blue LED is forward biased.
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Since the voltage is negative this switches it around therefore it would appear the yellow LED will light since it is now forward biased.
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However, if you mess around with the formula E = QV you can deduce the following:
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If the voltage is -2.1V the energy supplied to the yellow LED is E = (-1.6x10^-19 . -2.1) = 3.36x10^-19 J.
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The LED produces yellow light, meaning a photon of yellow light is emitted. From here you can calculate the energy of a photon of yellow light using E = hf, where h is Plank's constant.
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Now, if you use the wavelength value for yellow light given at the front of the paper, 589 nanometers, you can calculate the frequency of the photon.
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f = velocity / wavelength = 3x10^8 / 589x10^-9 = 5.09x10^14 Hz
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Now calculate the energy of the photon:
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E = 6.63x10^-34 . 5.09x10^14 = 3.378x10^-19 J
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