H (n) = 63 (-1/3) ^n Complete the recursive formula of h (n)

h (n+1) = - ⅓ h (n), h (0) = 63

Step-by-step explanation:

h (n) = 63 (-⅓) ⁿ

This is a geometric series where the first term is 63 and the common ratio is - ⅓.

Therefore, each term is - ⅓ of the previous term.

h (n+1) = - ⅓ h (n), h (0) = 63.