Select the correct option that when filled in the blanks in the same sequence will make the series logically complete.
TRIC_TRI_KT_IWK_R_TK
Correct Answer :
KZRTI
Solution :
The correct option is KZRTI.
Let's analyze the given series by dividing it into four groups of 5 letters each:
Group 1: T R I C _
Group 2: T R I _ K
Group 3: T _ I W K
Group 4: _ R _ T K
If we substitute the letters from the option KZRTI into the blanks in sequence:
Blank 1 = K
Blank 2 = Z
Blank 3 = R
Blank 4 = T
Blank 5 = I
The four groups become:
Group 1: T R I C K
Group 2: T R I Z K
Group 3: T R I W K
Group 4: T R I T K
Pattern:
1. The 1st, 2nd, 3rd, and 5th letters of each group remain constant as T, R, I, and K respectively.
2. The 4th letter of each group follows a reverse alphabetical sequence decreasing by 3 positions each step:
C (3) - 3 = Z (26)
Z (26) - 3 = W (23)
W (23) - 3 = T (20)
Therefore, the sequence of missing letters is KZRTI.
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