if the nth term of any progression is 4n^-l then the 8th term is
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Given:
- The nth term of the AP is 4n² - 1
Find:
- 8th term of an AP
Solution:
- The arithmetic progression sequence can be represented as a, a + d, a + 2d, .....
- Where a = first term, difference between two terms = d
➣ aₙ = 4n² - 1
➣ a₈ = 4(8)² - 1
➣ a₈ = 4 ༝ 64 - 1
➣ a₈ = 256 - 1
➣ a₈ = 255
- The 8th term of the AP is 255.
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