Answer:
The pattern is:
4,7,10,13,16,19,22,25,.....
Explanation:
To create a pattern means we have to give the input values for n and generate the output for different 'n'.
Here we are given a output function let f(n) as:
f(n)=3×n+1
Hence the sequence of output will be as follows:
f(1)=3×1+1=4
f(2)=3×2+1=7
f(3)=3×3+1=10
f(4)=3×4+1=13
f(5)=3×5+1=16
f(6)=3×6+1=19
f(7)=3×7+1=22
f(8)=3×8+1=25
and so on we can find for more n≥9.
Hence the pattern with the given rule will be:
4,7,10,13,16,19,22,25,.....