8. Calculate the value of a mathematical expression (Binary Tree) [Problem description] Given a mathematical expression, calculate its value by constructing binary tree. The mathematical expression begins and ends with #. Output the postorder traversal sequence of the constructed binary tree at the same time. Because the binary tree corresponding to a mathematical expression is not unique, the preorder traversal sequence is also not unique. Any feasible preorder traversal sequence is ok. [Basic requirements and Example] What you need to show in the terminal (the back part is outputted by you and the blue part is inputted by the user, i. e. . teacher):

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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8, Calculate the value of a mathematical expression (Binary Tree)
[Problem description]
Given a mathematical expression, calculate its value by constructing binary
tree. The mathematical expression begins and ends with #. Output the
postorder traversal sequence of the constructed binary tree at the same time.
Because the binary tree corresponding to a mathematical expression is not
unique, the preorder traversal sequence is also not unique. Any feasible
preorder traversal sequence is ok.
[Basic requirements and Example]
What you need to show in the terminal (the back part is outputted by you and
the blue part is inputted by the user, i.e., teacher):
Please input the mathematical expression:
#1+2*(4-3)-8/2#
The value is:
-1
The postorder traversal sequence is:
-+1*2-43/82
Transcribed Image Text:8, Calculate the value of a mathematical expression (Binary Tree) [Problem description] Given a mathematical expression, calculate its value by constructing binary tree. The mathematical expression begins and ends with #. Output the postorder traversal sequence of the constructed binary tree at the same time. Because the binary tree corresponding to a mathematical expression is not unique, the preorder traversal sequence is also not unique. Any feasible preorder traversal sequence is ok. [Basic requirements and Example] What you need to show in the terminal (the back part is outputted by you and the blue part is inputted by the user, i.e., teacher): Please input the mathematical expression: #1+2*(4-3)-8/2# The value is: -1 The postorder traversal sequence is: -+1*2-43/82
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