A series is given with one term missing. Choose the correct option from the given ones that will complete the series. MD41, OI80, QN119, SS158, UX197,?
The given series is MD41, OI80, QN119, SS158, UX197, ?. Each term in the series follows a specific pattern involving two letters and a number. To find the missing term, we need to analyze the pattern for the first letter, the second letter, and the number separately.
Let's look at the first letter of each term:
Let's find the difference in their alphabetical positions:
The pattern for the first letter is an increase of 2 in alphabetical position each time. Following this pattern, the next first letter should be the letter 2 positions after U (21st letter).
\(21 + 2 = 23\)
The 23rd letter is W.
Now, let's look at the second letter of each term:
Let's find the difference in their alphabetical positions:
The pattern for the second letter is an increase of 5 in alphabetical position each time. Following this pattern, the next second letter should be the letter 5 positions after X (24th letter).
\(24 + 5 = 29\)
Since there are 26 letters, we wrap around the alphabet. \(29 - 26 = 3\). The 3rd letter is C.
Finally, let's look at the number in each term:
Let's find the difference between consecutive numbers:
The pattern for the number is a constant increase of 39 each time. Following this pattern, the next number should be 39 more than 197.
\(197 + 39 = 236\)
Based on our analysis:
Therefore, the missing term in the series is WC236.
Let's check the given options:
Our calculated term WC236 matches the third option.
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