Recent content by bensoa1
-
B
Difference between kleene star and a plus
Homework Statement So this isn't a question from a homework directly, but it's been used in my textbook an I'm not sure of the difference. For example, if I have a* and a+, what is the difference Homework Equations The exact wording in the book was {0,1}* and {0,1}+ The Attempt at a Solution...- bensoa1
- Thread
- Automata Difference Star
- Replies: 1
- Forum: Calculus and Beyond Homework Help
-
B
Solving Discrete Math Question: Proving ∪n=2∞[0,1 - 1/n] = [0,1)
Okay so I did this, ∪n=2∞[0,1 - 1/n] = [0,1/2), [0,2/3), [0,3/4),...,[0,n-1/n). Since n-1/n < 1, by union properties ∪n=2∞[0,1 - 1/n] = [0,1). Would this suffice?- bensoa1
- Post #8
- Forum: Calculus and Beyond Homework Help
-
B
Solving Discrete Math Question: Proving ∪n=2∞[0,1 - 1/n] = [0,1)
What is the mathematical proof to use in order to show that it isn't?- bensoa1
- Post #7
- Forum: Calculus and Beyond Homework Help
-
B
Solving Discrete Math Question: Proving ∪n=2∞[0,1 - 1/n] = [0,1)
My method was to first show that when n = 2 the answer was [0,1). Then I had an arbitrary integer greater than 0, such that ∪n=2∞[0,1-1/(k+2)) = [0,1). Would this be sufficient?- bensoa1
- Post #5
- Forum: Calculus and Beyond Homework Help
-
B
Solving Discrete Math Question: Proving ∪n=2∞[0,1 - 1/n] = [0,1)
This was the plan of action I wanted to take, however, I'm not sure of the appropriate way to do that- bensoa1
- Post #3
- Forum: Calculus and Beyond Homework Help
-
B
Solving Discrete Math Question: Proving ∪n=2∞[0,1 - 1/n] = [0,1)
Homework Statement Show that, ∪n=2∞[0,1 - 1/n] = [0,1) Homework EquationsThe Attempt at a Solution- bensoa1
- Thread
- Discrete Discrete math Set theory Union
- Replies: 9
- Forum: Calculus and Beyond Homework Help