In the following question, a group of letters is given. The letters of each group are related with the letters of the same group by some Logic/Rule/Relation. From the given alternatives, select a group of letters which follows the same Logic/Rule/Relation.
(AG, BK, CP)

Correct option is C

Logic = first letter of each term increased by 1 and second increased by 4 then 5.

​Given Group: (AG, BK, CP)

First Letters: A, B, C
These are increasing by +1 in each term (A → B → C).
Second Letters: G, K, P
The second letters are increasing by +4 and +5:
G → K: +4
K → P: +5

Now, let's check the options:
Option A: (TA, SE, RJ)
First Letters: T → S → R → This is decreasing, not following +1.
Second Letters: A → E → J → The differences are increased by +4 and +5.
Option B: (PC, QG, RK)
First Letters: P → Q → R → These are increasing by +1 (P → Q → R).
Second Letters: C → G → K → The differences are +4 and +4, not alternating by +4 and +5.

Option C: (FM, GQ, HV)
First Letters: F → G → H → These are increasing by +1 (F → G → H).
Second Letters: M → Q → V → The differences are +4 and +5, alternating correctly.

Option D: (JF, LJ, KP)
First Letters: J → L → K → These are not increasing by +1 in each term.
Second Letters: F → J → O → The differences are +4 and +5 :
F → J: +4
J → O: +5

Final Correct Option: Option C: (FM, GQ, HV)​