1 (i) 1 (ii) 1 (iii) 1 (iv) 1 (v) 1 (vi) Define the sequence of...

 

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1 (i) 1 (ii) 1 (iii) 1 (iv) 1 (v) 1 (vi) Define the sequence of sets: (S,In EN) recursively as follows: Base case: (BC) Recursive step: (RCS) Compute: Compute: Compute: Compute: S₁ v(S₂) S₂ v(S₂) VEN v(Sn) 11 11 So== 0) Sn+1=== ((^)^^) Formulate a conjecture for the value of v(S)in terms of n. Verify your conjecture on the facing side for: n = 3. 5 (2c) 2 (i) 3 (ii) Circle correct choices from among Y, N, Proof, and Witness and provide a proof or witness as the case may be, with complete reasoning, as in the notes on the facing side: (x₁)xz = (xxz) (rxz) VX,Y,ZEU VX,Y,ZEU YN Pf W zx(x\r)-(zxx) (2x) YN PF W 1 (i) 1 (ii) 1 (iii) 1 (iv) 1 (v) 1 (vi) Define the sequence of sets: (S,In EN) recursively as follows: Base case: (BC) Recursive step: (RCS) Compute: Compute: Compute: Compute: S₁ v(S₂) S₂ v(S₂) VEN v(Sn) 11 11 So== 0) Sn+1=== ((^)^^) Formulate a conjecture for the value of v(S)in terms of n. Verify your conjecture on the facing side for: n = 3. 5 (2c) 2 (i) 3 (ii) Circle correct choices from among Y, N, Proof, and Witness and provide a proof or witness as the case may be, with complete reasoning, as in the notes on the facing side: (x₁)xz = (xxz) (rxz) VX,Y,ZEU VX,Y,ZEU YN Pf W zx(x\r)-(zxx) (2x) YN PF W

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The sequence of sets S In EN is recursively defined as follows Base case BC S0 Recursive step RcS Vn... View the full answer