CSCI 1323 (Discrete Structures), Spring 2012:
Homework 8
- Credit:
- 50 points.
Do the following problems.
You do not need to turn in answers for the ones
marked ``Not to turn in''.
Most such problems will be those for which the
textbook provides an answer in the back of the book,
so you can check your work.
- (Not to turn in.)
Do problem 1 on p. 301 of the textbook.
- (5 points)
Do problem 3, parts (b) and (d), on p. 301 of the textbook.
- (Not to turn in.)
Do problem 12, parts (a) and (b), on p. 303 of the textbook.
- (5 points)
Do problem 21 on p. 304 of the textbook.
- (Not to turn in.)
Do problem 42 on p. 309 of the textbook.
- (5 points)
Do problem 44 on p. 309 of the textbook.
- (5 points)
Do problem 10 on p. 317 of the textbook.
- (Not to turn in.)
Do problem 10, parts (a) through (d), on p. 356 of the textbook.
- (5 points)
Do problem 11, on p. 356 of the textbook.
- (5 points)
Do problem 59 on p. 361 of the textbook.
- (5 points)
Do problem 2 on p. 423 of the textbook.
- (5 points)
Do problem 36 on p. 428 of the textbook and
problem 51 on p. 429 of the textbook.
- (Not to turn in.)
Do problem 70 on p. 430 of the textbook.
- (5 points)
Do problem 32 on p. 448 of the textbook.
(Use the textbook's definition of height -- maximum
number of ``hops'' from root to leaf, which would mean
that a tree with only a root node would have height 0.)
- (Not to turn in.)
Do problem 38 on p. 448 of the textbook.
- (5 points)
Do problem 39 on p. 448 of the textbook.
(Use the textbook's definition of height -- maximum
number of ``hops'' from root to leaf, which would mean
that a tree with only a root node would have height 0.)
Berna Massingill
2012-04-27