Question

The general term of a sequence is given by an = 4n – 3. find a17.​

Answer 1

Answer:

Putting n = 17 in the given sequence an= 4n – 3, we get a17 = 4(17) – 3 = 68 – 3 = 65 Substituting n = 24 in the given sequence an= 4n – 3, we get a24 = 4(24) – 3 = 96 – 3 = 93 Therefore the 17th term is 65 and 24th term is 93.

Answer 2

Answer:

the 17th term is 65 and 24th term is 93.

Step-by-step explanation:

Putting n = 17 in the given sequence an= 4n – 3, we get a17 = 4(17) – 3 = 68 – 3 = 65 Substituting n = 24 in the given sequence an= 4n – 3, we get a24 = 4(24) – 3 = 96 – 3 = 93 Therefore the 17th term is 65 and 24th term is 93.