Find the linear combination of and kets that maximizes the uncertainty product uncertainty product Verify explicitly that for the linear combination you found, the uncertainty relation for Sx and Sy is not violated ...

Take the normalized linear combination a 1 where a is real and a 1 ...

Find the linear combination of | + > and | > kets that maximizes the uncertainty

Question:

Find the linear combination of | + > and | – > kets that maximizes the uncertainty product uncertainty product <(∆Sx)2> <(∆Sy)2>. Verify explicitly that for the linear combination you found, the uncertainty relation for Sx and Sy is not violated.