 Homework 10Comments
 Exercises taken from Discrete Mathematics and its Applications,
Seventh Edition unless otherwise noted.
 You must show all of your work for each problem!
 Points will be deducted if you do not show all of your work.
 Each problem is generally worth 10 points.
Problems with multiple parts may be assigned more points if there are enough parts or
each part is significant enough.
 The Review Questions are always related to the section that will be discussed on the assignment due date.
DetailsSection  Problem  Notes


1.1  44  Show intermediate results
 1.6  20  Explain why or why not, specifying rules of inference/fallacies.
 1.8  8+addition  Read carefully. It says "not exceeding it", so the number itself should be included. The addition is to answer the same problem, but with the phrase "not exceeding it" replaced with "less than it".
 2.2  12  Use a "set containment proof". See Examples 10 and 12. Your proof should contain phrases like "Let x∈FOO", "by the definition of union", "thus FOO⊆FERZLE", etc.
  16a  See note for the previous problem.
 2.3  8abcd
  12+addition  Also specify whether each is onto. For both onetoone and onto, justify. 


