Question: hello! can you please solve #7 only. thank you! Complete the following proofs using the rules for adding and removing quantifiers where appropriate. (1) 1.
Complete the following proofs using the rules for adding and removing quantifiers where appropriate. (1) 1. (x)FX(x)GX 2. (x)FX 3. (x)(DxGx) p p p I(x)(DxGx) (2) 1. (x)[Ax2(BxCx)] 2. (x)Cx pp/(x)(DxAx) (3) 1. (x)[Ax(BxCx)] p 2. (x)[(AxCx)Dx] p 3. (x)(DxCx) p/(x)Ax (4) 1. AbBc 2. (x)(AxBx) p 3. (x)[(AxBx)Ax] p p/Bc (5) 1. AbBc p 2. (x)Bx p/(x)Ax (6) 1. (y)(RyGy) p 2. (z)(BzGz) p 3. (y)Ry p/(y)By (7) 1. (z) [AZ(BzCZ)] p 2. Ba p/AaCa
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