The energy of an electron in the ground state of hydrogen atom is - 13.6 eV. Calculate Rydberg's constant and wavelength of the second member of Balmer series.
Q: hydrogen atom. It returns to the ground state with emission of light. The Rydberg constant is R =…
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Q: hydrogen atom is in its n = 5 state. Find the de Broglie wavelength of its electron.
A: Given : n = 5
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A: Given: wavelength λ= 397.1 nm = 397.1×10-9nmtransition from n1= 2 (Balmer series) To Find: The…
Q: The energy of the electron in the ground state of H-atom is -13.6 ev. Find the Rydberg's constant…
A: We need to find- (i) Rydberg's constant (R)=? (ii) Wavelength of 1st line in Paschen series (λp)=?…
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A: Please see the next step for solution:-
Q: Find the radius in m of a hydrogen atom in the n= 26 state according to Bohr's theory. m
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A: The expression for the radius be given as, Where, a0 be defined as the Bohr radius.
Q: Calculate the longest wavelength of the hydrogen Balmer series using the Bohr model of the atom.
A: Given, To find the longest wavelength of the hydrogen Balmer series using the Bohr model of the…
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A: For n=3, l=1, m=0, probabilitydensity P=ψ310∗ψ310=812π2(a01)3(6r−ρ2)2e−2ρ/3cos2θFor n=3, l=1,…
Q: If, in 1 1 Ry %3D - you set ni = 1 and take n2 greater than 1, you generate what is known as the…
A: Given: 1λ=Ry1n12-1n22where, n1=1, n2=2,3,4,...Ry=1.09735×107 /m
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A: The basic line of attack that would be useful to solve this question would beif a body is bound to…
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A: For transition in H-atom from one state ni to other state nf , 1λ=1.097×107×[1ni2-1nf2] m (a) For…
Q: Calculate the Bohr radius of the n=5 excited state in a hydrogen atom.
A: Bohr radius for hydrogen:We know, Bohr radius for hydrogen is given by the formula:rn = 0.529n2 Å…
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A: Atomic structure.
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A: a. Given, The energy of hydrogen atom, E=-3.4eV According to Bohr's model of energy,…
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A: Formula of the radius of the electron orbit of a hydrogen atom: rn=0.053 nmn2
Q: Identify the line with the smallest energy in the Balmer series. What is the energy of the emitted…
A: We use quantum theory of light to solve the problem
Q: When an excited hydrogen atom returns to the ground state light of wavelength λ = 102.5 nm is…
A: Given:- λ = 102.5 nm R = 1.097 x 107 m-1. Find:- What was the principal quantum number n of the…
Q: eV 0.85 eV 2.186 O eV 2.108 eV 4.294 O eV 2.954
A: Ans. As we know the ionization energy in nth orbit is given by :
Q: A hydrogen atom in its n = 4 state is ionized by absorbing a 268 nm photon. If all the excess energy…
A: Given that the wavelength of the photon is 268 nm. So, the energy obtained by absorbing a photon is…
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A: Given that, n2= 1 n1 = 7 Rydberg constant R= 2.18×10-18 J
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A: Note: As per the company policy only first 3 subparts aresolved below. please repost the question…
Q: before Neils Bohr's model of the hydrogen was served hat the ed by hydrogen are predicted by an…
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Q: Find the radius in m of a hydrogen atom in the n= 5 state according to Bohr's theory. m
A: Hydrogen atom is state Note:Mass of electron is Charge on electron is Find:Orbital radius for state…
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A: Since you have asked multiple question ,we will solve the first three question for you. To get the…
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A: Given: e-is orbiting in Be3+atom when n=7 Specified data: h=6.626×10-34 J·s Mass of e-=9.11×10-31 kg
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Q: The short wavelength limit for the Lyman series of the hydrogen spectrum is 913.4 A Calculate the…
A: Rydberg formula for wavelength for the hydrogen spectrum is given by, 1λ=R1n12-1n22 For short…
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A: This question is based on Atoms topic. When an electron moves from a higher energy orbit to a lower…
Q: An electron is in the n = 4 orbit of an hydrogen atom. It returns to the ground state with emission…
A: Given- Rydberg constant is R = 1.097 x 107 m-1 ni=1nf=4 h=6.64×10-34 Js
Q: Find the value of Rydberg's constant if the energy of electron in second orbit in hydrogen atom is -…
A: We need to compute- Value of Rydberg's constant (R)=? The data given as- Energy of electron in 2nd…
Q: Confirm that the Rydberg energy is 13.6 eV. Also calculate the energy in Joule. Calculate the…
A: Answer : Rydberg unit of energy is : Ry = h × c × R∞ [ Where R∞ = Rydberg constant…
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