You would like to observe an E. coli bacterium that is 1.955 mu m long. Because

Question

You would like to observe an E. coli bacterium that is 1.955 mu m long. Because diffraction blurs an image you would like to minimize the effects of diffraction by using a wavelength no larger than the object you are observing. For this problem, assume the wavelength is equal to the length of the bacterium. What is the energy of a photon with this wavelength? What is the energy of an electron with a de broglie wavelength of this size? in terms of energy, which particles, photons or electrons, are the least likely to damage your sensitive biological sample? They are the same electrons photons

Explanation / Answer

Neeet force on charge A

= k*q1*q2/r1^2 + k*q1*q3/r2^2

= -(9*10^9*1*10^-9*2*10^-9/0.03^2) + (9*10^9*1*10^-9*2*10^-9/0.02^2)

= 2.5*10^-5 N

magnitude of the net electric force on charge A = 2.5*10^-5 N

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