Question: 1 4 Premise 1 : ~ ( F&A ) :premite 2 : ( LU~A ) premise 3 : D > ( FVL ) AND~ (

14 Premise 1: ~ (F&A):premite 2: (LU~A) premise 3: D>(FVL) AND~ (EXA)~ ( LV~A)D>(FVL)~ LAA Cuing Duch negatin lau on~FVNA Cuting ti Demagans lau en1 ~ (Pag)= ~ pvNg) A (using simplification on s. if png is true.then py g is true) ~F (using nijunctive syllogism on 687 upvi true ng it true then pis true~L (uti simplification on 5) ~FAL Curry conjuction on x 8g. if p itrue a q true thes pao is allotrue)~ FvL (ung De Mogan's law on (0)

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