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- Shade (A U B) ∩ (C-A)'ulo,3) = 1+ y U(x, o) = 1+x 2L {a,b, c, d, e, f}, and = J Consider the triple (P, L, I) with P = {1,2,3,4}, = { (1, a), (2, a), (3, b), (4, b), (1, c), (3, c), (2, d), (1, d), (1, hmm, e), (2, f), (3, f), (a) Draw a diagram of this (b) Verify that it satisfies only two of the axioms of a projective plane.
- 2. y = Vtan a( [[u],v}) = ( Au,v)) = (Au)"C v = u"A"C v, (u,L*[v]) = (u,A* v) = u"M A* v. V (9.5) = 11 Comparing these expressions, we conclude that the weighted adjoint matric is A* = M-'ATC. (9.6)Consider the DFA M = ({q0, q1, q2, 93}, {0, 1}, 8, go, {41, q2}), where d is defined as follows. 8(40, 0) 8(q1,0) = q1. 8(q1,1) = q1 8(q2,0) = 43, 8(42, 1) = 42 8(43, 0) = q2, 8(q3, 1) = q3 = q1, 8(qo,1) = q2 %3D