Question: As a reminder! i need the parse trees not free variables i don't care about them, I had posted this question previously and it was

As a reminder! i need the parse trees not free variables i don't care about them, I had posted this question previously and

As a reminder! i need the parse trees not free variables i don't care about them, I had posted this question previously and it was answered incorrectly. Thanks!

As a reminder, here is the grammar for lambda calculus expressions: Ex^x.E|EE|(E) The rules for parsing with this ambiguous) grammar are: Application is left associative, so "E_E2E2 is parsed as "(E1 E2)E3" Abstraction (2) extends as far right as possible, so "\x.EjE2" is parsed as Xx.(E1 E2)" E= (E) is the grouping rule, so (Ax.E1 E2) Ez is parsed as (Ax.(E1E2))(E3) 1. (9 points) Bearing the above in mind, draw parse trees for each of the following lambda expressions: (a) Xa.azly.cy (b) (1x.x2)\y.w.w.wyzz (c) .cyla.ya

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