Question
Download Solution PDFSelect the option that is related to the fourth term in the same way as the first term is related to the second term and fifth term is related to si×th term.
91 : 6 :: ? : 7 :: 169 : 8
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFThe pattern followed in the given series is:
[Second term × (Second term - 1) × 3] + 1 = First term
Now we apply the pattern on the given series:
91 : 6 :: ? : 7 :: 169 : 8
[6 × (6 - 1) × 3] + 1 = 91
[6 × 5 × 3] + 1 = 91
90 + 1 = 91
91 = 91
91 : 6 :: ? : 7 :: 169 : 8
[8 × (8 - 1) × 3] + 1 = 169
[8 × 7 × 3] + 1 = 169
168 + 1 = 169
169 = 169
91 : 6 :: ? : 7 :: 169 : 8
[7 × (7 - 1) × 3] + 1 = ?
[7 × 6 × 3] + 1 = ?
126 + 1 = ?
127 = Answer
Hence, the correct answer is "option (3)".
Last updated on Jul 1, 2025
-> SSC JE Electrical 2025 Notification is released on June 30 for the post of Junior Engineer Electrical, Civil & Mechanical.
-> There are a total 1340 No of vacancies have been announced. Categtory wise vacancy distribution will be announced later.
-> Applicants can fill out the SSC JE application form 2025 for Electrical Engineering from June 30 to July 21.
-> SSC JE EE 2025 paper 1 exam will be conducted from October 27 to 31.
-> Candidates with a degree/diploma in engineering are eligible for this post.
-> The selection process includes Paper I and Paper II online exams, followed by document verification.
-> Prepare for the exam using SSC JE EE Previous Year Papers.