Find the missing term in the Following sequence (6, 7, B) (19, 20, D) (?), (175, 176 K), (526, 527, P) (58, 527, P)
A
(58, 59, G)
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B
(59, 60, G)
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C
(58, 59, H)
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D
(59, 60, H)
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Solution
The correct option is D (58, 59, G) The difference between B and D is that of 1 alphabet. If the difference between D and the alphabet in the missing bracket is 2 than the alphabet in the missing bracket is G, then the difference between G and K is that of 3 alphabets and the difference between K and P is that of 4 alphabets. 6+7=13 and 13+6=19, which is the starting number in the second bracket. Similarly 19+20=39 and 39+19=58 will bethe starting number in the third bracket. 58+59=117 and 117+58=175, which is the starting number in the fourth bracket and finally 175+176=351 and 351+175=526, which is the starting letter in the fifth bracket. So, the charachters in the missing bracket are (58,59,G)