Question

h(n) = -10 + 12n and i need to find the recursive formula

Answer 1

Answer:

The answer is $h(n+1)=h(n)+12$

Step-by-step explanation:

Given  $h(n)=-10+12n$ ...(1)

Replace $n$ by $n+1$

       $\Rightarrow h(n+1)=-10+12(n+1)=-10+12n+12=2+12n$ ...(2)

Subtract (1) from (2)

        $\Rightarow h(n+1)-h(n)=2+12n-(-10+12n)=2+12n+10-12n=12$

Therefore the recursive formula is :

                           $h(n+1)=h(n)+12$