Question:
Which of the following letters is the \(7^{\text{th}}\) to the left of the \(11^{\text{th}}\) letter from the right end of the series?
(Left) A D F G W R W S F G B C S X A D G H J K L Y O R E D H K H (Right)
निम्नलिखित में से कौन-सा अक्षर श्रृंखला के दाएँ छोर से \(11^{\text{वें}}\) अक्षर के बाएँ \(7^{\text{वें}}\) स्थान पर है?
(Left) A D F G W R W S F G B C S X A D G H J K L Y O R E D H K H (Right)
Options:
- B
- C
- G
- S
- B
- C
- G
- S
Correct Answer: b)
Explanation:
Position from the right end = \(11 + 7 = 18^{\text{th}}\) letter from the right end.
Counting from the right end of the series:
1st: H, 2nd: K, 3rd: H, 4th: D, 5th: E, 6th: R, 7th: O, 8th: Y, 9th: L, 10th: K, 11th: J, 12th: H, 13th: G, 14th: D, 15th: A, 16th: X, 17th: S, 18th: C.
The \(18^{\text{th}}\) letter from the right end is C.
Hence, option b) is correct.
दाएँ छोर से स्थिति = \(11 + 7 = 18^{\text{वां}}\) अक्षर।
श्रृंखला के दाएँ छोर से गिनने पर:
1: H, 2: K, 3: H, 4: D, 5: E, 6: R, 7: O, 8: Y, 9: L, 10: K, 11: J, 12: H, 13: G, 14: D, 15: A, 16: X, 17: S, 18: C.
दाएँ छोर से \(18^{\text{वां}}\) अक्षर C है।
अतः विकल्प b) सही उत्तर है।