Question: 5. Given the invariants I1 = p . tr(1), 12 = p(1:1), 13 = p$|1|, and )10 = tr(s), J2p = s:5, JaD = Is|,

 5. Given the invariants I1 = p . tr(1), 12 =

5. Given the invariants I1 = p . tr(1), 12 = p(1:1), 13 = p$|1|, and )10 = tr(s), J2p = s:5, JaD = Is|, show that 1 + /1D = I and 12 + s: s = II, but 13 + J3D # III where I = tr(6), I1 = 6:0, and III = \\o]

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