can you make it with diagrams with circles for this question Create the parse tree for:  b = a - const  c = a + d → → | → = → a | b | c | d → + | - → | const

Compilation Techniques Given the following statement: 6 * (8-3) Make the Annotated Parse Tree based on the translation scheme below.

1. We have the following CFG with terminals 'a', 'b', and 'c': S → AB | BC A → BA | a B → CC | b C → AB | a Given the above CFG, perform the CKY parsing on the two strings "aaaaa" and "baaaaba". You should derive all possible parse trees for each string. Show all your work.

using grammar 3.2 do a parse tree  and leftmost derivation for A  = A * (B + (C*A)) <assign> -> <id> = <expr> <expr> -> <id> + <expr> | <id> * <expr> | ( <expr> ) | <id> <id> -> A | B| C

Computer science

Which tree traversal in C requires the use of a queue?

3. For the expression A=B*(A-C) where -, *,=, and brackets are operation, number of leaves in parse tree are: а. 12 b. 9 c. 8 d. 7 Use the following grammar: -> = -> A | B|C -> * | - | ()[

What would be the appropriate kind of tree traversal to use? You're writing an analysis tool for a hierarchical organization, in which there is one person fundamentally in charge, to whom some number of people report, to each of whom some number of people report, and so on. There is a ranking in the organization, so the person in charge has rank 1, the people who report to that person have the rank 2, the people who report to the rank-2 people have the rank 3, and so on. Your input is this kind of organizational hierarchy. Your desired output is to be able to find the highest-ranking person (i.e., the person with the minimum rank number) who meets some characteristic (such as the highest-ranking person under 30 years old). Your input is a binary tree that is an expression tree, in which each non-leaf node contains a binary mathematical operator (such as +, −, ×, or ÷) and each leaf node contains a numeric value (such as 2 or 9.5). Your desired output is the value of the expression…

How do I create a parse tree  and left most derivationfor this statement?   A = (A + B) * C     <assign> → <id> = <expr> <id> → A | B | C <expr> → <expr> + <term> | <term> <term> → <term> * <factor> | <factor> <factor> → (<expr>)| <id>