Question: (10 points) Given a grammar G1=({ expr}, { @, #, !, t, f, (, ) }, R, expr) where Ris defined as: expr expr expr

(10 points) Given a grammar G1=({ expr}, { @, #, !,

(10 points) Given a grammar G1=({ expr}, { @, #, !, t, f, (, ) }, R, expr) where Ris defined as: expr expr expr | expr # expr | ! expr | (expr) It If (6 points) Give a non-ambiguous grammar that generate the same language as G1 Use the following precedence and associativity rules: an expression in the parentheses will be evaluated first ! is a unary operator. It has the highest precedence and is right-associative. @ and # are left-associative binary operators. @has higher precedence than #

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