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whatisgoingon
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Homework Statement
I have to find the matrix system of Sx, Sy , and Sz using the given information:
190899[/ATTACH]']
Homework Equations
The Attempt at a Solution
for attempting Sx:
Ignoring the ket at the bottom, I would get Sx|+> = +ħ/2[[0,1],[1,0]]
but my question here is, does the ket at the bottom(the |±>x = 1/√2 [|+> ± |->] affect the matrix?
because the matrix form of the ket will be 1/√2([1,1]).
With that said, would I have to insert that into the Sx equation? Giving me the matrix representation of 190901[/ATTACH]']