Reference no: EM133954371
PRACTICAL WORK
TASK 1
Give listings of the vertices of the given ordered rooted tree using:
Task 1.1: Preorder traversal
Task 1.2: Inorder traversal
Task 1.3: Postorder traversal
TASK 2
Draw the ordered rooted tree represented by the preorder traversal: Q T R P S M O Y U X W N Where: P, T have 3 children, Q, R have 2 children, W has 1 child All other vertices are leaves. Get professional assignment help from qualified experts—on time, every time.
TASK 3
Draw the ordered rooted binary tree which represents the expression given in the prefix form.
Expression:
+ - 2 + y * x + 4 y x
TASK 4
Draw the ordered rooted binary tree which represents the expression given in the postfix form.
Expression:
1 y x + y * 6 1 - / +
TASK 5
Calculate the value of the expression given in the prefix form:
+ - 4 + * 1 / 8 2 1 1
TASK 6
Calculate the value of the expression given in the postfix form:
1 7 2 - 1 * 3 2 - * +
Types of tasks:
1. Determine in which order the vertices of the ordered rooted tree are visited using a preorder/ inorder/ postorder traversal.
2. Find the ordered rooted tree represented with preorder/postorder traversal.
3. Represent the arithmetic expression using a binary tree.
4. Write the arithmetic expression in prefix/ postfix notation.
5. Draw the ordered rooted tree corresponding to the arithmetic expression written in prefix/postfix notation.
6. Find the value of the prefix/postfix expression.
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