00:01
Hi, in this question we have to find a pattern and then we have to make a reasonable conjecture for the missing set of letters in the sequence where the given sequence is a, c, e, b, d, f, d, f, h, e, g, i, and f, h, j.
00:37
Here we have that we have a pattern of preceding letters that is like first we have, so first we are having the letter a and then in the second we are having b so that it increases by one alphabetically so that first we have here from a, c, e we can say that after a, c, e then we have b, d, f.
01:41
Now, therefore b becomes after a, d comes after c, and f comes after e so that here by proceeding in the same manner we can find that after b, d, f we will have, here we have to increase a letter one by alphabetically so that here first letter becomes after b it becomes c and after d it is e and after f it is g.
03:00
Hence, we can say that option c, e, g is correct...