Question

A number pattern is given by the rule $T=2n+1$, where $T$ is the term in the number pattern, and $n$ is the number of the term. Write down the first $6$ terms of the pattern

Answer 1

Given rule :-

$T=2n+1$

First term :- $2\left(1\right)+1$ $=3$

Second Term:- $2\left(2\right)+1=5$

Third Term:- $2\left(3\right)+1=7$

Fourth Term:- $2\left(4\right)+1=9$

Fifth Term :- $2\left(5\right)+1=11$

Sixth Term :- $2\left(6\right)+1=13$

Hence, $3,5,7,9,11,13$ are the required first sixth term