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To find the matrix representation of the operator Sz in the Sx basis for a spin 1/2 system, you can use the Pauli matrices. The matrix representation of Sz in the Sx basis is given by the matrix 0 0; 0 1.

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How can I find the matrix representation of the operator Sz in the Sx basis?

To find the matrix representation of the operator Sz in the Sx basis, you can use the formula: Sz Sx sin(theta) Sy cos(theta) where Sx and Sy are the Pauli matrices and theta is the angle between the Sx and Sz axes. This formula allows you to calculate the matrix representation of Sz in the Sx basis.


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Related Questions

How can I find the matrix representation of the operator Sz in the Sx basis?

To find the matrix representation of the operator Sz in the Sx basis, you can use the formula: Sz Sx sin(theta) Sy cos(theta) where Sx and Sy are the Pauli matrices and theta is the angle between the Sx and Sz axes. This formula allows you to calculate the matrix representation of Sz in the Sx basis.


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