SOLUTION: Parick Hurley edition 11 Logic I, using first 13 rules of implication and replacement 1. [~(~E.~N)horseshoe T 2. G horseshoe (NvE) / G horseshoe T

Algebra ->  Conjunction -> SOLUTION: Parick Hurley edition 11 Logic I, using first 13 rules of implication and replacement 1. [~(~E.~N)horseshoe T 2. G horseshoe (NvE) / G horseshoe T      Log On


   



Question 977654: Parick Hurley edition 11 Logic I, using first 13 rules of implication and replacement
1. [~(~E.~N)horseshoe T
2. G horseshoe (NvE) / G horseshoe T

Answer by jim_thompson5910(35256) About Me  (Show Source):
You can put this solution on YOUR website!
I'm going to use "->" in place of the horseshoe
I'm going to use "&" symbol in place of the dot

NumberStatementLines UsedReason
1[~(~E & ~N)] -> T
2G -> (N v E)
.:G -> T
3(~~E v ~~N) -> T1De Morgan's Law
4(E v N) -> T3Double Negation
5(N v E) -> T4Commutation
6G -> T2,5Hypothetical Syllogism