Directions (1-5): Two equations I and II are given below in each question. You have to solve these equations and give answer accordingly.
(a) if x<y
(b) if x>y
(c) if x≤y
(d) if x≥y
(e) if x=y or no relation can be established
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Directions (6 -10): What will come in the place of question (?) marks :
Q6. 128, 1088, 1568, 1808, 1928, ?
Q7. 24, 46, 90, 178, 354, ?
Q8. 25, 300, 3000, 24000, 144000, ?
Q9. 38, 18, 26, 64, 223, ?
Q10. 108.8, 326.4, 81.6, 408, 68, ?
Q11. The price of a product after getting 10% discount is Rs.9450 which includes 5% tax on selling price. Find the marked price of the product (in Rs)?
Q12. A’s income is 75% of B’s income and A’s expenditure is 60% of B’s expenditure. If A’s income is 80% of B’s expenditure then find the ratio of A’s savings to B’s savings.
(a) 1 : 2
(b) 2 : 1
(c) 5 : 2
(d) 3 : 1
(e) 5 : 3
Q13. A takes three times as long as B and C together takes to do a work. B takes four times as long as A and C together to do the same work. If all the three working together can complete the same work in 24 days, then ‘A’ alone can complete the work in how many days?
Q14. Two men A and B are 60 km apart and walking towards each other with the speed of 10 kmph & 5 kmph respectively and a dog is running with speed of 12 kmph from man A towards man B & then again towards man A and so on, until A meets B. Find the distance travelled by the dog?
(a) 60 km
(b) 36 km
(c) 24 km
(d) 48 km
(e) 72 km
Q15. Population of a city X is 1, 60,000. In the next three years, there is a total increase of 8% in male population and increase of 20% in female population, which results in male to female ratio as 3:2. Find the original male and female population of the city?
(a) 84000, 96000
(e) 85000, 75000
Practice More Questions of Quantitative Aptitude for Competitive Exams:
|Quantitative Aptitude for Competitive Exams|
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