Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.
G _ I N G G O _ N _ G _ I N _ G O I _ _
- AIOOGONG
- BGOGINIG
- COIGOGNG
- DIOGNGOI
Solution & Step-by-step Explanation
Let's count the total number of characters including the blanks:
The length of the string is 21 letters. Let's look for repetitive blocks or patterns like 'GOING'.
Let's see if the word GOING is repeated:
G O I N G | G O I N G | G O I N G | G O I N G
Let's check the letters inserted in the blanks to complete this pattern:
1st blank: O
2nd blank: I
3rd blank: G
4th blank: O
5th blank: G
6th blank: N
7th blank: G
Combining these filled letters in order yields: OIGOGNG.
This perfectly matches Option C.
The length of the string is 21 letters. Let's look for repetitive blocks or patterns like 'GOING'.
Let's see if the word GOING is repeated:
G O I N G | G O I N G | G O I N G | G O I N G
Let's check the letters inserted in the blanks to complete this pattern:
1st blank: O
2nd blank: I
3rd blank: G
4th blank: O
5th blank: G
6th blank: N
7th blank: G
Combining these filled letters in order yields: OIGOGNG.
This perfectly matches Option C.