Question : Directions: Select the combination of letters that when sequentially placed in the blanks of the given series will make the series logically complete. FLG_K_JMPH_RUFP_
Option 1: GHMX
Option 2: OWMO
Option 3: HJMW
Option 4: ABDG
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Correct Answer: HJMW
Solution : Given: FLG_K_JMPH_RUFP_
To fill the series we have to divide the series – FLG_ / K_JM / PH_R / UFP_ Let's check each option – First option: GHMX; FLGG / KHJM / PHMR / UFPX (No repeated pattern has been found.) Second option: OWMO; FLGO / KWJM / PHMR / UFPO (No repeated pattern has been found.) Third option: HJMW; FLGH / KJJM / PHMR / UFPW (Add 5 to the place value of the first letter, subtract 2 from the place value of the second letter, add 3 to the place value of the third letter, and add 5 to the place value of the fourth letter.) First letter of the series→F + 5 = K; K + 5 = P; P + 5 = U Second letter of the series→L – 2 = J; J – 2 = H; H – 2 = F Third letter of the series→G + 3 = J; J + 3 = M; M + 3 = P Fourth letter of the series→H + 5 = M; M + 5 = R; R + 5 = W Fourth option: ABDG; FLGA / KBJM / PHDR / UFPG (No repeated pattern has been found.)
So, the series becomes FLGHKJJMPHMRUFPW. Hence, the third option is correct.
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