Question

Complete the series ae,fj,ko,pt

Answer 1

Answer:

uy

Explanation:

There is an increament of 5 alphabets in the first parts of a term.

And the second one is 4th alphabet from the first alphabet of a term.

Answer 2

The complete series will be ae, fj, ko, pt, uy.

Given,

A series of alphabets: ae, fj, ko, pt.

To Find,

The complete series.

Solution,

The method of finding the complete series is as follows -

We can observe that the first alphabet of the first term of the series starts with the alphabet "a". Then there are three alphabets "b", "c", and "d" between "a" and the second alphabet of the first term "e".

The first alphabet of the second term is "f" which is the next alphabet of the last alphabet of the first term "e". Then there are three alphabets "g", "h", and "i" between "f" and the second alphabet of the second term "j".

In this way, the first alphabet of the third term is "k" which is the next alphabet of "j" and there are three alphabets "l", "m", and "n" between "k" and "o".

This pattern continues to follow in the fourth term as well.

So the first alphabet of the fifth term will be "u" which is the next alphabet of "t" and the second alphabet of the fifth term will be "y" since there are three alphabets "v", "w", and "x" between "u" and "y".

Hence, the complete series will be ae, fj, ko, pt, uy.

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