(Solution) 14930wnds: | Snapessays.com


(Solution) 14930wnds:


I am having trouble with a logic proof. I need to conclude Cube(a) from the premises -(-Cube(a) & Cube(b)) and -(-Cube(b) v Cube(c)). I attached what I have so far...3.2.0.14930wnds:Windows XP5.1FchF C1363889414828D1363889423250D1363889575562D1363889667234newFormat =openproof.zen.Openproof{p=openproof.fitch.FitchProofDriver{p=openproof.proofdri ver.DRProof{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DRStepInfo{ r&1;})r=openproof.proofdriver.DRProofRule{u=uProof;s=proof;}o=openproof.zen.proo

 

fdriver.OPDStatusObject{c=0;s="";l="";[email protected]="";t=false;}u=openproof.proofdriver.DR

 

Support{t()}b()f(openproof.proofdriver.DRSimpleStep=openproof.proofdriver.DRSimp

 

leStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DRStepInfo{r=ope

 

nproof.foldriver.FOLDriver{t="~(~Cube(a)

 

&Cube(b))";}})r=openproof.stepdriver.SRPremiseRule{u=uPremise;s=step;}o&6;u=open

 

proof.proofdriver.DRSupport{t()}b()},openproof.proofdriver.DRSimpleStep=openproo

 

f.proofdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdri

 

ver.DRStepInfo{r=openproof.foldriver.FOLDriver{t="~(~Cube(b)

 

|

 

Cube(c))";}})r&15;o&6;u=openproof.proofdriver.DRSupport{t()}b()},openproof.proof

 

driver.DRProof=openproof.proofdriver.DRProof{s(openproof.proofdriver.DRStepInfo=

 

openproof.proofdriver.DRStepInfo{r&1;})r&5;o&6;u=openproof.proofdriver.DRSupport

 

{t()}b()f(openproof.proofdriver.DRSimpleStep=openproof.proofdriver.DRSimpleStep{

 

s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DRStepInfo{r=openproof.

 

foldriver.FOLDriver{t="~Cube(a)";}})r&15;o&6;u=openproof.proofdriver.DRSupport{t

 

()}b()},openproof.proofdriver.DRProof=openproof.proofdriver.DRProof{s(openproof.

 

proofdriver.DRStepInfo=openproof.proofdriver.DRStepInfo{r&1;})r&5;o&6;u=openproo

 

f.proofdriver.DRSupport{t()}b()f(openproof.proofdriver.DRSimpleStep=openproof.pr

 

oofdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.

 

DRStepInfo{r=openproof.foldriver.FOLDriver{t="~Cube(b)";}})r&15;o&6;u=openproof.

 

proofdriver.DRSupport{t()}b()},openproof.proofdriver.DRSimpleStep=openproof.proo

 

fdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DR

 

StepInfo{r=openproof.foldriver.FOLDriver{t="";}})r=openproof.stepdriver.SDUnknow

 

nRule{u="uRule?";s=step;}o&6;u=openproof.proofdriver.DRSupport{t()}b()},openproo

 

f.proofdriver.DRSimpleStep=openproof.proofdriver.DRSimpleStep{s(openproof.proofd

 

river.DRStepInfo=openproof.proofdriver.DRStepInfo{r=openproof.foldriver.FOLDrive

 

r{t="^";}})r&58;o&6;u=openproof.proofdriver.DRSupport{t()}b()})},openproof.proof

 

driver.DRSimpleStep=openproof.proofdriver.DRSimpleStep{s(openproof.proofdriver.D

 

RStepInfo=openproof.proofdriver.DRStepInfo{r=openproof.foldriver.FOLDriver{t="";

 

}})r&58;o&6;u=openproof.proofdriver.DRSupport{t()}b()},openproof.proofdriver.DRS

 

impleStep=openproof.proofdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=

 

openproof.proofdriver.DRStepInfo{r=openproof.foldriver.FOLDriver{t="";}})r&58;o& 6;u=openproof.proofdriver.DRSupport{t()}b()},openproof.proofdriver.DRSimpleStep=

 

openproof.proofdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.

 

proofdriver.DRStepInfo{r=openproof.foldriver.FOLDriver{t="";}})r&58;o&6;u=openpr

 

oof.proofdriver.DRSupport{t()}b()},openproof.proofdriver.DRSimpleStep=openproof.

 

proofdriver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdrive

 

r.DRStepInfo{r=openproof.foldriver.FOLDriver{t="^";}})r&58;o&6;u=openproof.proof

 

driver.DRSupport{t()}b()})},openproof.proofdriver.DRSimpleStep=openproof.proofdr

 

iver.DRSimpleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DRSte

 

pInfo{r=openproof.foldriver.FOLDriver{t="";}})r&58;o&6;u=openproof.proofdriver.D

 

RSupport{t()}b()},openproof.proofdriver.DRSimpleStep=openproof.proofdriver.DRSim

 

pleStep{s(openproof.proofdriver.DRStepInfo=openproof.proofdriver.DRStepInfo{r=op

 

enproof.foldriver.FOLDriver{t="Cube(a)";}})r&58;o&6;u=openproof.proofdriver.DRSu

 

pport{t()}b()})}g=openproof.proofdriver.DRGoalList{g()}a=true;}}c=365475;

 

s=511816;

 


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This question was answered on: May 23, 2022

Solution~00021147602529.zip (25.37 KB)


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May 23, 2022

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