Question: Consider the following grammar with initial non terminal . Please observe that the grammar supports both binary and unary operators: ::- id ::= ::- ::=

Consider the following grammar with initial non terminal . Please observe

Consider the following grammar with initial non terminal . Please observe that the grammar supports both binary and unary operators: ::- id ::= ::- ::= ( ) ::-- Rewrite the grammar so that + has left-associativity and * has right-associativity. (you can ignore operator precedence between + and *): OA. ::= | ::= | ::= ( ) | id ::= - ::- + 1 OB. ::= | | ::= | ::= | ::= ( ) | id ::= - !!= * (AddOp> ::= + Oc :: = | ::= | ::= | ::= ( ) | id ::= - ::= * : := + OD. ::= | ::= | ::= ( ) | | ::= id ::= - ::= + ::- + OC. All of the above (A, B, C, and D) OF. None of the above

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