Let R = ((x 0 0 0&y&0@0&0&z)) be a non-zero 3×3 matrix, where xsinθ = ysin(θ+2π/3) = zsin(θ+4π/3)≠0,

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Let R=⎜x000y000z⎟ be a non-zero 3×3 matrix, where xsinθ=ysin(θ+2π3)=zsin(θ+4π3)≠0,θ∈(0,2π). Let R=⎜x000y000z⎟ be a non-zero 3×3 matrix, where xsinθ=ysin(θ+2π3)=zsin(θ+4π3)≠0,θ∈(0,2π).
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Let A be a 3×3 matrix such that X^T AX=0 for all nonzero 3×1 matrices X= [(x y z)]. If A[(1 1 1)]= Let A be a 3×3 matrix such that X^T AX=0 for all nonzero 3×1 matrices X= [(x y z)]. If A[(1 1 1)]=