Question : Directions: Select the combination of letters that when sequentially placed in the blanks of the given series will make the series logically complete.
_TCUBH_VB_QWBJX_
Option 1: BOJY
Option 2: VJBX
Option 3: ADCB
Option 4: BJVX
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Correct Answer: BJVX
Solution :
Given:
_TCUBH_VB_QWBJX_
To fill the series we have to divide the series – _TCU \ BH_V \ B_QW \ BJX_
Let's check each option –
First option:
BOJY;
B
TCU / BH
O
V / B
J
QW / BJX
Y
(No pattern has been found.
)
Second option:
VJBX;
V
TCU / BH
J
V / B
B
QW / BJX
X
(No pattern has been found.)
Third option:
ADCB;
A
TCU / BH
D
V / B
C
QW / BJX
B
(No pattern has been found.)
Fourth option:
BJVX;
B
TCU / BH
J
V / B
V
QW / BJX
X
(The first letter remains the same, add 14 to the place value of the second letter, add 7 to the place value of the third letter, and add 1 to the place value of the fourth letter in the series.)
Second letter of the series→T + 14 = H; H + 14 = V; V + 14 = J
Third letter of the series→C + 7 = J; J + 7 = Q; Q + 7 = X
Fourth letter of the series→U + 1 = V; V + 1 = W; W + 1 = X
So, the series becomes BTCUBHJVBVQWBJXX. Hence, the fourth option is correct.
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