If x = (x1, x2)T, y = (y1, y2)T and z = (z1, z2)T are arbitrary vectors in R2, prove that (a) xTx > 0 (b) xTy = yTx (c) xT(y + z) = xTy + xTz
If x = (x1, x2)T, y = (y1, y2)T and z = (z1, z2)T are arbitrary vectors in R2, prove that
(a) xTx > 0
(b) xTy = yTx
(c) xT(y + z) = xTy + xTz
(a) xTx > 0
(b) xTy = yTx
(c) xT(y + z) = xTy + xTz
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