Question

Consider the below arithmetic progressive series.

6, 10, 14, _ _ _ _ _

What will be the 17^th term in this series?

1. 83
2. 63
3. 70
4. 75

Answer 1

Correct Answer - Option 3 : 70

The logic followed is:

Given arithmetic progressive series: 6, 10, 14, _ _ _ _ _

we can see a common difference = 4

First-term = 6 

To find nth term of an AP is, Tn = a + (n - 1)d

Thus 17^th term in this series ⇒ T₁₇ = 6 + (17 - 1)4

T₁₇ = 6 + (16)4

T₁₇ = 6 + 64

T₁₇ = 70

Hence, the correct answer is "70".