I have taught Secondary Math II, Secondary Math III and Math 1030. I am familiar with Math 1010 and Math 1050.
Discuss the meaning of a sequence. If a finite sequence is defined by a formula, what is its domain? What about an infinite sequence?
Is the ordered set of even numbers an infinite sequence? What about the ordered set of odd numbers? Explain why or why not.
What is a factorial, and how is it denoted? Use an example to illustrate how factorial notation can be beneficial.
For the following exercises, write the first four terms of the sequence.$$a_{n}=-\frac{16}{n+1}$$
For the following exercises, write the first four terms of the sequence.$$a_{n}=\frac{2^{n}}{n^{3}}$$
For the following exercises, write the first four terms of the sequence.$$a_{n}=1.25 \cdot(-4)^{n-1}$$