Find the ration in which Mg and Cl are combined and what is the reason.

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Chapter 29, Problem 5CQ

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Find the ration in which Mg and Cl are combined and what is the reason.

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You are preparing to compete in the Physics Olympics. Your instructor is coaching you by providing you with challenging problems of the type you might see on an Olympics exam. He comes up with the following problem and gives you 15 minutes to solve it: Imagine a perfectly rigid HCl molecule that does not stretch as it rotates. The equilibrium separation of its ions is 0.127 5 nm. There are two isotopes for chlorine on the sample, Cl-35 and Cl-37. This results in double peaks in the molecular spectrum as shown. (a) Find an expression for the difference in the frequency between the peaks to the right of the gap as a function of the masses of the two chlorine isotopes and the quantum number J. (b) Estimate the difference in frequency numerically for J = 0, without consulting tables. Quick! Get to work!

Why does this part not require a Sin(30) to decompose the MG(Sin(30))(.8)? The example gives a correct answer.

Calculate the threshold energy for the nt Th232 Th2³1 + 2n Given → m (n) = 1.00 8665 amu m (Th²³2) = 232.038 051 amy m (Th233) = 233.041577 amy m (Th 231) = 231-03629 amy 1.0 amy = 931 Me V/C²