Find the fourth term of the sequence: {eq}S_n=n^2+3 {/eq}

## Question:

Find the fourth term of the sequence: {eq}S_n=n^2+3 {/eq}

## Sequence:

We find sequences in sitting lines, libraries, and so on. It is essential to keep track of sequences and series in order to predict or monitor a situation or event. Their assistance can make decisions much easier.

## Answer and Explanation: 1

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View this answerThe formula for the {eq}n {/eq}-th term {eq}{{t}_{n}} {/eq} of a sequence is {eq}{{t}_{n}}={{S}_{n}}-{{S}_{n-1}} {/eq}, where {eq}{{S}_{n}} {/eq}...

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Chapter 3 / Lesson 9Learn the concept of a recursive sequence along with recursive formulas and examples of recursive sequences. Understand the Fibonacci sequence with properties.