Respuesta :
1, 2, 3, 4
-16, -7, 2, 11
As we can see each number is being increased by 9.
Our recursive formula is:
[tex]a(n) = a(n -34) + 9[/tex]
-16, -7, 2, 11
As we can see each number is being increased by 9.
Our recursive formula is:
[tex]a(n) = a(n -34) + 9[/tex]
Answer:
[tex]a_{n+1} =a_n+9[/tex]
Step-by-step explanation:
Given is an arithmetic sequence as -16,-7,2,11
We find that
-16+9 =-7
-7+9 =2
2+9 =11
Thus this is an arithmetic sequence with common difference 9
Each term is got by adding 9 to the preceding term
Hence recursive formula is
[tex]a_{n+1} =a_n+9[/tex]
