Question : Directions: Find the correct alternative that when filled in the blanks in the same sequence will make the series logically complete.
_BX_ _X_B_X_X_ _X
Option 1: XXBXXBXB
Option 2: XBXBXBXX
Option 3: BBXXBXXX
Option 4: BXXXBBBB
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Correct Answer: XXBXXBXB
Solution :
Given:
_BX_ _X_B_X_X_ _X
To fill the series we have to divide the series – _BX / _ _X / _B_ / X_X / _ _X
Let's check each option –
First option:
XXBXXBXB;
X
BX /
XB
X /
X
B
X
/ X
B
X /
XB
X (XBX is the repeated pattern in the series)
Second option:
XBXBXBXX;
X
BX /
BX
X /
B
B
X
/ X
B
X /
XX
X (No repeated pattern has been found)
Third option:
BBXXBXXX;
B
BX /
BX
X /
X
B
B
/ X
X
X /
XX
X (No repeated pattern has been found)
Fourth option:
BXXXBBBB;
B
BX /
XX
X /
X
B
B
/ X
B
X /
BB
X (No repeated pattern has been found)
So, the series becomes→XBXXBXXBXXBXXBX. Hence, the first option is correct.
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