(B) (C) (D) 40. (4.6) What are the first five terms of the sequence defined as = 3 a(1) + 1) = 4, for 1? a(n a(n) n – ≥ (A) 0, 1 –3, –2, –1, (B) –1, –5, –9, –13, –17 (C) 3, –1, –5, –9, –13 (D) 3, 0, 1, 2 –1, 41. (4.6) Let = 2x 6. Which expression represents g(x) g(2x)? – (A) 3 x – (B) 2x 12 – (C) 4x 12 – (D) 4x 6 – 42. (4.6) A sequence is defined as , where 1. Which is an equivalent recursive definition for t n ≥ sequence t? (A) (B) (C) (D) 43. (4.6) The graph shows the first five terms of an arithmetic sequence whose domain is the positive integers. is a definition of the sequence? (A) (B)
(B) (C) (D) 40. (4.6) What are the first five terms of the sequence defined as a(1) = 3 a(n + 1) = a(n) – 4, for n ≥ 1? (A) –3, –2, –1, 0, 1 (B) –1, –5, –9, –13, –17 (C) 3, –1, –5, –9, –13 (D) 3, –1, 0, 1, 2 41. (4.6) Let g(x) = 2x – 6. Which expression represents g(2x)? (A) x – 3 (B) 2x – 12 (C) 4x – 12 (D) 4x – 6 42. (4.6) A sequence t is defined as , where n ≥ 1. Which is an equivalent recursive definition for sequence t? (A) (B) (C) (D) 43. (4.6) The graph shows the first five terms of an arithmetic sequence whose domain is the positive integers. is a definition of the sequence? (A) (B)