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Given the following grammar: E E + E | E & E | true | false where,, + & , true, and false are terminals.
Given the following grammar:
& true false
where,,& true, and false are terminals.
a Show an example case to prove that this grammar is ambiguous.
b Consider the production true false, which involves left recursion.
Please rewrite this production not the whole grammar to eliminate left recursion
and use right recursion only.
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