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Use Applied Lambda Calculus rules to give proofs of a) Given (true, 1) prove that (true, 1).fst results in a Boolean type and (true 1).snd
Use Applied Lambda Calculus rules to give proofs of
a) Given (true, 1) prove that (true, 1).fst results in a Boolean type and (true 1).snd results in a Natural Number type b) Given {succ 4, if false then true else false}.fst, prove this results in a Natural Number type. a) Given (true, 1) prove that (true, 1).fst results in a Boolean type and (true 1).snd results in a Natural Number type b) Given {succ 4, if false then true else false}.fst, prove this results in a Natural Number type
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