To find the 14th term of the series, we need to first identify the pattern in the given series.

We can see that the series is alternating between two fractions - 6/5 and 6/7. The second term is 1, which is not a fraction. So, the pattern in the series can be represented as:

6/5, 1, 6/7, 1, 6/5, 1, 6/7, 1, ...

We can see that the series is repeating after every 4 terms. So, to find the 14th term, we need to find the remainder when 14 is divided by 4.

14 ÷ 4 = 3 remainder 2

This means that the 14th term will be the same as the second term in the third repetition of the pattern.



To find the 14th term, we need to look at the third repetition of the pattern:

6/5, 1, 6/7, 1, 6/5, 1, 6/7, 1, 6/5, 1, 6/7, 1, 6/5, 1, 6/7, 1, ...

The second term in the third repetition of the pattern is 1. Therefore, the 14th term of the series is 1.



The 14th term of the series 6/5, 1, 6/7 is 1.