Dear maths lovers, Let your practice begins in minuteness but ends in magnificence.It is impossible to study maths properly by just reading and listening. So, practise, practise & more practise. For that, we are providing here Quant Quiz of 15 questions on Quantitative aptitude Miscellaneous questions, in accordance with the syllabus of SSC CGL.We have also provided Study Notes and quizzes on all the topics.
Q3. The average age of two boys and their father is greater than the average age of those two boys and their mother by 3 yr. The average age of the four is 19 yr. If the average age of the two boys is 11/2 yr, then find the age of the father and the mother.
(a) 37 yr and 28 yr
(b) 47 yr and 38 yr
(c) 50 yr and 41 yr
(d) 35 yr and 32 yr
Q4. I am three times as old as my son. 15 yr hence, I will be twice as old as my son. The sum of our ages is
(a) 48 yr
(b) 60 yr
(c) 64 yr
(d) 72 yr
Q5. A retailer buys a radio for Rs. 225. His overhead expenses are Rs. 15. He sells the radio for Rs. 300. The profit per cent of the retailer is
(a) 25
(b) 26 2/3
(c) 20
(d) 33 1/3
Q6. A man sold an article at a loss of 20%. If he has sold that article for Rs. 12 more he would have gained 10%. Find the cost price of that article
(a) Rs. 60
(b) Rs. 40
(c) Rs. 30
(d) Rs. 22
Q7. In what time will a train 100 m long cross an electric pole, it its speed be 144 km/h ?
(a) 2.5 s
(b) 5 s
(c) 12.5 s
(d) 35/4 s
Q8. A train 50 m long passes a platform 100 m long in 10 s. The speed of the train in km/h is
(a) 10
(b) 54
(c) 15
(d) 100
Q9. In ∆ABC, if AD ⊥ BC, then AB^2+CD^2 is equal
(a) 2BD^2
(b) BD^2+AC^2
(c) 2 AC^2
(d) None of these
Q10. Given that: ∆ABC ~ ∆PQR, if (area (∆PQR))/(area (∆ABC))=256/441 and PR = 12 cm, then AC is equal to?
(a) 12√2 cm
(b) 15.5 cm
(c) 16 cm
(d) 15.75 cm
Q11. If a student walks from his house to school at 5 km/hr, he is late by 30 minutes. However, if he walks at 6 km/hr, he is late by 5 minutes only. The distance of his school from his house is:
(a) 2.5 km
(b) 3.6 km
(c) 5.5 km
(d) 12.5 km
Q12. If sin (x + 54°) = cosx, where 0 < x, x + 54° < 90°, then what is the value of x?
(a) 54°
(b) 36°
(c) 27°
(d) 18°
Q13. If a polygon has 54 diagonals, then the number of sides of the polygon is:
(a) 7
(b) 12
(c) 9
(d) 18
Q14. Two parallel chords of length 8 cm and 6 cm of a circle of radius 5 cm are on the same side of center then find the distance of one chord from another chord.
(a) 4 cm
(b) 3 cm
(c) 1 cm
(d) 2 cm
Q15. R and r are the radius of two circles. If the distance between the centre of two circles is d, then length of direct common tangent of two circles is:
(a) √(r^2-d^2 )
(b) √(d^2-(R-r)^2 )
(c) √((R-r)^2-d^2 )
(d) √(R^2-d^2 )
Since, SSC MTS Exam is scheduled on 30th April, 14th may, 28th may, 4th June and 11th June, You all need to understand the exam pattern and trick, approach to crack MTS exam, CLICK HERE to read the strategy in detail.
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