Answer
1st term: 1; 2nd term: 4; 3rd term: 27; 4th term: 256; 100th term: $100^{100}$
Work Step by Step
To find the nth term of sequence, plug in a number for n. So, for the first term, plug in 1 for n, for the second term, plug in 2 for n, and so on. In this case:
1. For the first term: $n^{n}$ = $1^{1}$ = 1.
2. Repeat this pattern for the next three terms, plugging in 2, 3, and 4 for n and solving.
3. For the 100th term plug in 100 for n: $100^{100}$
