Question: Lambda Calculus Using the definitions of boolean constants and operators presented in class, show that the following evaluates to true. Show all your steps for

Lambda Calculus

Using the definitions of boolean constants and operators presented in class, show that the following evaluates to true. Show all your steps for a perfect mark. Always evaluate the "outer" applications first (i.e., use lazy evaluation), but continue to evaluate further until you obtain true.

or true (not true)

Lambda Calculus Using the definitions of boolean constants and operators presented in

true = false = not = or = and = \x.ly.(x) x.ly.(y) Iv.dw.lx.(v x w) lv.dw.(v v w) \v.dw.(v wv) true = false = not = or = and = \x.ly.(x) x.ly.(y) Iv.dw.lx.(v x w) lv.dw.(v v w) \v.dw.(v wv)

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