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Consider the following grammar: btree : NIL | LPAREN btree COMMA value COMMA btree RPAREN value : digit | digit value digit : 0|1|2|3|4|5|6|7|8|9 Some

  1. Consider the following grammar:
    btree : NIL | LPAREN btree COMMA value COMMA btree RPAREN value : digit | digit value digit : 0|1|2|3|4|5|6|7|8|9 
    Some examples of binary trees are:
    (NIL,12,NIL) ((NIL,12,NIL),20,(NIL,15,NIL)) ((NIL,3,NIL),8,((NIL,12,NIL),20,(NIL,15,NIL))) 
    Augment this grammar with attributes and the attribute computation functions and predicates to accept binary trees that are "balanced". A balanced binary tree is one in which the heights of the subtrees at each interior node are within one of each other.

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