I need answers to only the 2 questions shown below with the stars next to them.

Question

I need answers to only the 2 questions shown below with the stars next to them. thanks

In the lab you will observe and measure wavelengths of those spectral lines in the Ballmer series for hydrogen atoms that lie in the visible part of the spectrum, roughly 390 to 750 nm. This series of spectral lines is produced by electronic transitions to the n = 2 state of the hydrogen atom from higher energy levels n > 2.. (See the online lecture notes or the optional textbook for Bohr's model of the hydrogen atom and the meaning of the principal quantum number n .) In the Bohr model, the bound states of the hydrogen atom have quantized energies given by A transition from an initial state with n> 2 to the n=2 state changes the energy of the atom by the amount given by the formula The energy lost by the atom is released as a photon with energy E photon = 13.6evx(1/2/2 1/n/2), n>2. The energy of a photon is given by hc/x Using h and c, use Maple TA syntax to complete the following formula 1/x= 13.6evx x(1/2/2 - 1/n/2). Use this formula to calculate a value (must be in SI units) for the the Rydberg constant RH (see the Lab manual): 1.09E7 [Num] m 1 [Units] If n = 2 we see that gives one point having zero uncertainty when plotting 1/x against (1/2/2 - 1/n/2) to measure the Rydberg constant from the slope of data obtained in the lab.

Explanation / Answer

first answer=1/(h*c)

second answer=0

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