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= (n+1)! / (n-1)! ((n+1) - (n-1))!
= (n+1)! / (n-1)! (2)!
= (n+1)! / (n-1)! * 2
= (n+1)! / (n-1)! * 2
= (n+1) * (n) * (n-1)! / (n-1)! * 2
= (n + 1)(n) / 2
= (n² + n) / 2
(n² + n) / 2 = 28
n² + n = 28 * 2
n² + n = 56
n² + n - 56 = 0
(n - 7)(n + 8) = 0
n- 7 = 0
n = 7
n + 8 = 0
n = -8
Kita ambil yang n = 7
jadi nilai n = 7