Which recursive definition produces an arithmetic sequence where g(5) = 8 and g(10) = 10? Select one: 1) g(n) = g(n − 1) + 0.4 where g(1) = 6 2) g(n) = 1.069(n − 1) where g(1) = 6.4 3) g(n) = 1.069(n − 1) where g(1) 4) g(n) = g(n-1) + 0.4 where g(1) = 6.4