Here is the recursive definition of a sequence (1) = 35, 5(n) = (n-1)-8 for 1 2 2 1. List the first 5 terms of the sequence

We will have that the first 5 terms of the sequence are:
*First: 35.
Second:
[tex]f(2)=(2-1)-8\Rightarrow f(2)=-7[/tex]Third:
[tex]f(3)=(3-1)-8\Rightarrow f(3)=-6[/tex]Fourth:
[tex]f(4)=(4-1)-8\Rightarrow f(4)=-5[/tex]Fifth:
[tex]f(4)=(5-1)-8\Rightarrow f(5)=-4[/tex]***
So, the values are:
35, -7, -6, -5, -4.