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SSC CGL 2017 Tier-II (Quant) Previous Year Paper (18-Feb-2018)

SSC CGL 2017 Tier-II (Quantitative Aptitude) exam, held on 18-Feb-2018, consists of 100 questions designed to test candidates' proficiency in mathematical concepts. The questions span various topics, including algebra, geometry, trigonometry, and data interpretation, and are aimed at assessing both basic and advanced arithmetic skills.

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SSC CGL 2017 Tier-II (Quant) Previous Year Paper (18-Feb-2018)
120 Minutes
100 Questions
200 Marks
Hindi, English
Showing 1 - 5 of 100 questions
Page 1 of 20

Q1.

How many three digit numbers are there in which all the digits are odd?

Q2.

If the sum of ten different positive integers is 100, then what is the greatest possible number among these 10 numbers?

Q3.

If N = 0.369369369369… and M = 0.531531531531…, then what is the value of (1/N) + (1/M)?

Q4.

If \({\rm{A}} = {\rm{}}\frac{{0.216{\rm{\;}} + {\rm{\;}}0.008}}{{0.36{\rm{\;}} + {\rm{\;}}0.04{\rm{\;}} - {\rm{\;}}0.12}}\) and \({\rm{B}} = {\rm{}}\frac{{0.729{\rm{\;}} - {\rm{\;}}0.027}}{{0.81{\rm{\;}} + {\rm{\;}}0.09{\rm{\;}} + {\rm{\;}}0.27}}\)  , then what is the value of (A 2+ B 2) 2?

Q5.

If \({\rm{A}} = {\rm{}}\frac{1}{{1{\rm{\;}} \times {\rm{\;}}2}}{\rm{}} + {\rm{}}\frac{1}{{1{\rm{\;}} \times {\rm{\;}}4}}{\rm{}} + {\rm{}}\frac{1}{{2{\rm{\;}} \times {\rm{\;}}3}}{\rm{}} + {\rm{}}\frac{1}{{4{\rm{\;}} \times {\rm{\;}}7}}{\rm{}} + {\rm{}}\frac{1}{{3{\rm{\;}} \times {\rm{\;}}4}}{\rm{}} + {\rm{}}\frac{1}{{7{\rm{\;}} \times {\rm{\;}}10}} - - -\) upto 20 terms, then what is the value of A?

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