### Questions (22)

 3 Should I worry about closed form solutions in research? 1 Monotone Convergence Theorem For Functions 1 Finding a bounded continuous function on $(0,1] \in \mathbb{R}$ that attains neither a max or min 1 Getting Mixed Up With Limit Notation and Sequence Notation. 1 Prove that the least upper bound of the sequence $\left\{ \frac{2^n - 1}{2^{n-1}} \right\}$ is $2$

### Reputation (237)

 +10 Monotone Convergence Theorem For Functions +10 Finding a bounded continuous function on $(0,1] \in \mathbb{R}$ that attains neither a max or min +8 Creating A Function With Oscillitory Behaviour In The Limit +10 Getting Mixed Up With Limit Notation and Sequence Notation.

### Answers (5)

 0 If a sequence converges to a, prove the squares of its terms converge to a^2 0 Epsilon delta proof of a simple sequence convergence 0 Write the contrapositive of “if $n$ is an even integer such that n + 1 is a square then n is divisible by 8” 0 Using set notation, define the set of even natural numbers between 100 and 500. 0 Converting “n is an odd negative integer” Into Formal Logic

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