
A First Course in Probability (10th Edition)
10th Edition
ISBN: 9780134753119
Author: Sheldon Ross
Publisher: PEARSON
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Chapter 1, Problem 1.5TE
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11_trees_hw.pdf
(a) (5 points) Write the vertices in the order visited by a pre-order traversal.
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(b) (5 points) Write the vertices in the order visited by a post-order traversal.
Page 1 of 2
605.203 Discrete Mathematics
Spring 2026
Homework 11
3. (10 points) A seven-segment display indicates a single decimal digit as a subset of lighted
segments labeled A through G as shown below, where a 1 in the table indicates that the
corresponding segment is on, and a 0 indicates it is off.
Unfortunately, the display is very dim, so that you must focus on a single segment
at a time to determine whether it is really on or off. You would like to determine the
intended displayed digit by checking the fewest possible number of segments in the worst
case. Construct a binary decision tree of minimum height representing your algorithm,
labeling:
each internal vertex with a letter A through G indicating which segment to check.
each edge with a 0 (left) or 1 (right) indicating the state of…
2. Consider the rooted tree shown below.
d
b
h
k
(a) (5 points) Write the vertices in the order visited by a pre-order traversal.
(b) (5 points) Write the vertices in the order visited by a post-order traversal.
I couldn’t read your answer. Part of the answer was cut off in the corner of the solutions section. Put everything together in place this time.
Chapter 1 Solutions
A First Course in Probability (10th Edition)
Chapter 1, Problem 1.1PChapter 1, Problem 1.2PChapter 1, Problem 1.3PChapter 1, Problem 1.4PChapter 1, Problem 1.5PChapter 1, Problem 1.6PChapter 1, Problem 1.7PChapter 1, Problem 1.8PChapter 1, Problem 1.9PChapter 1, Problem 1.10P
Chapter 1, Problem 1.11PChapter 1, Problem 1.12PChapter 1, Problem 1.13PChapter 1, Problem 1.14PChapter 1, Problem 1.15PChapter 1, Problem 1.16PChapter 1, Problem 1.17PChapter 1, Problem 1.18PChapter 1, Problem 1.19PChapter 1, Problem 1.20PChapter 1, Problem 1.21PChapter 1, Problem 1.22PChapter 1, Problem 1.23PChapter 1, Problem 1.24PChapter 1, Problem 1.25PChapter 1, Problem 1.26PChapter 1, Problem 1.27PChapter 1, Problem 1.28PChapter 1, Problem 1.29PChapter 1, Problem 1.30PChapter 1, Problem 1.31PChapter 1, Problem 1.32PChapter 1, Problem 1.33PChapter 1, Problem 1.34PChapter 1, Problem 1.35PChapter 1, Problem 1.36PChapter 1, Problem 1.37PChapter 1, Problem 1.1TEChapter 1, Problem 1.2TEChapter 1, Problem 1.3TEChapter 1, Problem 1.4TEChapter 1, Problem 1.5TEChapter 1, Problem 1.6TEChapter 1, Problem 1.7TEChapter 1, Problem 1.8TEChapter 1, Problem 1.9TEChapter 1, Problem 1.10TEChapter 1, Problem 1.11TEChapter 1, Problem 1.12TEChapter 1, Problem 1.13TEChapter 1, Problem 1.14TEChapter 1, Problem 1.15TEChapter 1, Problem 1.16TEChapter 1, Problem 1.17TEChapter 1, Problem 1.18TEChapter 1, Problem 1.19TEChapter 1, Problem 1.20TEChapter 1, Problem 1.21TEChapter 1, Problem 1.22TEChapter 1, Problem 1.23TEChapter 1, Problem 1.1STPEChapter 1, Problem 1.2STPEChapter 1, Problem 1.3STPEChapter 1, Problem 1.4STPEChapter 1, Problem 1.5STPEChapter 1, Problem 1.6STPEChapter 1, Problem 1.7STPEChapter 1, Problem 1.8STPEChapter 1, Problem 1.9STPEChapter 1, Problem 1.10STPEChapter 1, Problem 1.11STPEChapter 1, Problem 1.12STPEChapter 1, Problem 1.13STPEChapter 1, Problem 1.14STPEChapter 1, Problem 1.15STPEChapter 1, Problem 1.16STPEChapter 1, Problem 1.17STPEChapter 1, Problem 1.18STPEChapter 1, Problem 1.19STPEChapter 1, Problem 1.20STPEChapter 1, Problem 1.21STPE
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