Consider now the following grammar G2:
E ::= T + E | T – E | T
T ::= F * T | F / T | F
F ::= num | id
This is similar to our original grammar G1 (which we considered in our previous posts), but it is right associative when the leftmost derivation rules is used. That is, x-y-z is equivalent to x-(y-z) under G2, as we can see from its parse tree.
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