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Math 515 homework
Homework 11. Due Thursday, November 29 at 12pm
Axler, ex 8B.4
Axler, ex 8B.15
Axler, ex 8C.1
Axler, ex 8C.9
Homework 10. Due Wednesday, November 14
Axler, ex 7B.10
Axler, ex 7B.14(a)
Axler, ex 8A.4
Axler, ex 8A.13
Homework 9. Due Wednesday, November 7
Axler, ex 6B.10
Axler, ex 7A.4
Axler, ex 7A.11
Axler, ex 7B.4
Homework 8. Due Thursday, October 25
Axler, ex 6A.5(a)
Axler, ex 6A.7
Axler, ex 6B.3
Axler, ex 6B.5
Homework 7. Due Wednesday, October 17
Axler, ex 3B.5
Axler, ex 3B.9
Axler, ex 3B.12
Axler, ex 5B.2
Homework 6. Due Thursday, October 11 at 12pm
Axler, ex 3A.8
Axler, ex 3B.6
Axler, ex 3B.13
Homework 5. Due Friday, October 5 at 12pm
Axler, ex 2D.5
Axler, ex 2D.8
Axler, ex 2D.12
Axler, ex 2E.12
Axler, ex 3A.2
Homework 4. Due Thursday, September 20 at 12pm
Axler, ex 2B.3
Axler, ex 2B.10
Axler, ex 2B.18
Axler, ex 2C.9
Axler, ex 2C.10
Homework 3. Due Wednesday, September 12
Axler, ex 2A.3
Axler, ex 2A.7
Axler, ex 2A.12
Homework 2. Due Thursday, September 6, at 12pm
Axler, ex 1A.11
Show that the properties normality, translation invariance, and countable additivity imply the inclusion–exclusion principle: For any sets A, B we have m(A ∪ B) + m(A ∩ B) = m(A) + m(B).