Spin and matrices (20 points total) (10 pts) using the matrix representation of the sa-α-x, y, z operators, compute the matrix representation of s2operator. remember, s is a vector operator, so its square is understood as a dot product of two vectors (each of which is a matrix) (10 pts) using the matrix representation of the s2 operator and the vector representation of the α and b spin states, show that the latter are the eigenvectors of s2 and compute the corresponding eigenvalues.
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Part of a control linkage for an airplane consists of a rigid member cb and a flexible cable ab. if a force is applied to the end b of the member and causes it to rotate by θ = 0.5°, determine the normal strain in the cable. originally the cable is unstretched.
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Spin and matrices (20 points total) (10 pts) using the matrix representation of the sa-α-x, y, z ope...
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