Find the 17th and 24th term of the sequences whose n^th term is a_n = 4n - 3

Solution:

nth term is given as a_n = 4n - 3

Substituting n = 17

a₁₇ = 4(17) - 3

= 68 - 3 = 65

a₁₇ = 65

Substituting n = 24

a₂₄ = 4 (24) - 3

= 96 - 3

a₂₄ = 93

NCERT Solutions Class 11 Maths Chapter 9 Exercise 9.1 Question 7

Find the 17th and 24th term of the sequences whose n^th term is a_n = 4n - 3

Summary:

We know that the nth term is a_n = 4n - 3. Therefore the 17th and the 24th term of the sequences are 65 and 93