A proton is constrained to rotate in a circle of radius 125 pm around the fixed point given the rotational energy to the classical °C. at 25 average energy Calculate the value of mL.

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Q: What is the “ Modified Beer Lambert Law” (MBLL)? Derive and explain. Please write the differences…

A: Answer -  Modified Beer Lambert Law - According to the question - Given - The modified Beer-Lambert…

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Q: d) Write the selection rule for rotational spectrum and define the term used there in. e) Calculate…

A: This question is related to Rotational spectroscopy which is mainly used to measure the energies of…

Q: Calculate the value of ml for a proton constrained to rotate in a circle of radius 100 pm around a…

A: Classical average energy at 25°C is equal to 12kT. The particle (proton) on the circular ring  will…

Q: Q1 : A With reference to the 3f 1d 3p 1g and Is terms of a d2 configuration ,explain how you can use…

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Q: Calculate the HC and CN bond lengths in HCN from the rotational constants B(1H12C14N) = 44.316 GHz…

A: The molecule considered is HCN.

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A: The solution is as follows :

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Q: The 14 N160 molecule undergoes a transition between its rotational ground state and its rotational…

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Q: Q/ The bond length of the C0O molecule is 112.8 pm. Calculate the following (a) The reduced mass.…

A: The reduced mass is calculated by the formula, Reduced mass, μ = m1×m2m1+m2 where, m1 and m2 are the…

Q: calculate the rotational energy of Nitrogen 14 oxygen-16 corresponding to J=1 level in joule and in…

A: We have to calculate the rotational energy for J=1 level.

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A: The energy of the rotational levels is given by the expression: EJ=h28π2IJ(J+1)where,I= Moment of…

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Q: Calculate the molar heat capacity of a monatomic non-metallic solid at 298 K which is characterized…

A: The heat capacity guides the amount of heat required to increase the temperature of a substance by…

Q: occupying the first excited state (J = 1) to the probability of occupying the ground state (J=0) For…

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Q: Moment inertia of the CH4 molecule = 5.27 x 10^-47 kg m^2 The minimum energy to start rotation is…

A: The energy of molecule for any value of l is given by,E=l(l+1)h*22I , where I is moment of Inertia,…

Q: What is the most highly populated rotational level of Cl2 at (i) 25 °C, (ii) 100 °C? Take ᷉  B =…

A: The most populated rotational energy level is given by, Jmax = (kT/2B)1/2 - 1/2 Note: 1 cm-1 = 12…

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A: Formula is BJ(J+1)

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A: Given: Rotational constant for CO in the ground state, B=1.9314 cm−1 Rotational constant for CO in…

Q: the rotational frequency spectrum of a diatomic molecule

A: Microwave rotational spectroscopy uses microwave radiation to measure the energies of rotational…

Q: Develop an expression for the value of J corresponding to the most highly populated rotational…

A: An expression for the value of J corresponding to the most highly populated rotational energy level…

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A: The answer is given as follows

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A: This is a quantum chemistry problem. System is 1,3,5-hexatriene.

Q: 1/ Please explain the answer in detail The J = 0 to J = 1 transition for carbon monoxide (12C160)…

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Q: i) Calculate the energy of the ground, first and second excited rotational levels, expressed as a…

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Q: Calculate the percentage difference in the fundamental vibrational wavenumbers of 1H35Cl and 2H37Cl…

A: By Hooke's law: Wavenumber = 12πku k= force constant (Same) u= reduced mass u= m1 m2m1 +m2 m1= mass…

Q: What is degeneracy of rotational mode and what is the physical interpretation of it.

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A: Solution -

Q: Put the following information in an appropriate mathematical form! 1- Population of a…

A: All the 5 parameters have been discussed in detail in step 2.

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A: “Since you have posted a question with multiple sub-parts, we will solve the first three subparts…

Q: A rotating methane molecule is described by the quantum numbers J, MJ, and K. (a) For methane, how…

A: (a)