**Q1. Two Men A alone & B alone can do a work in 20 days & 24 days respectively. Both started the work simultaneously and after X days A leaves the work & the whole work completed in 12 days. Find X.**

(a) 9 days

(b) 15 days

(c) 12 days

(d) 10 days

(e) 8 days

**Q2. Amit has 10 friends out of which 6 are relatives. In how many ways he can invite 5 friends such that at least 3 of them are relatives?**

(a) 177

(b) 180

(c) 192

(d) 195

(e) 186

**Q3. Vinit made a loss of 15% on selling his scooter. If he had sold it for Rs. 1500 more, he would have made a profit of 5%. Find the selling price when it is sold at 10% profit?**

(a) Rs. 8050

(b) Rs. 8250

(c) Rs. 8170

(d) Rs. 8350

(e) Rs. 8150

**Q4. Ayush can travel from his house to office in ‘a’ hours if he does not stop at any place. If he increases his speed by 8 km/hr but stops at Tea & cigarette shop for total 30 minutes, then he reaches his office 30 minutes earlier. If the distance between his house & office is 48 km then find value of ‘a’?**

(a) 5

(b) 4

(c) 2.5

(d) 2

(e) 3

**Q5. Ratio of investment of A, B & C is 4 : 6 : 9 respectively. At the end of a year, ratio of profit share of A, B & C is 4 : 5 : 6 respectively. If A has invested for a year then find the sum of period of investment of B & C?**

(a) 15 months

(b) 20 months

(c) 24 months

(d) 22 months

(e) 18 months

**Q6. 40% of first number is equal to 30% of second number. If average of both numbers is 30 more than the first number, then find 75% of the second number? **

(a) 180

(b) 150

(c) 240

(d) 210

(e) 360

**Q7. A invested Rs. 20,000 at the rate of 20% compound interest for 1 year. Find the difference between interest received when it is compounded annually and when it is compounded semi-annually?**

(a) Rs. 150

(b) Rs. 160

(c) Rs. 240

(d) Rs. 180

(e) None of these

**Q9. Average of 5 numbers is 82. Average of 2 smallest numbers is 65 and average of 2 greatest numbers is 100. Find the middle number if all these 5 numbers are arranged in increasing order.**

(a) 85

(b) 100

(c) 70

(d) 80

(e) 90

**Q10. Ratio of income to expenditure of Veer is 8 : 5. If income of Veer increased by 50% and saving of Veer remains same, then find the ratio of new/increased expenditure to initial expenditure of Veer.**

(a) 11 : 8

(b) 12 : 7

(c) 3 : 2

(d) 4 : 3

(e) 9 : 5

**Q11. Vessel – A & B contains mixture of milk & water in the ratio 2 : 3 and 3 : 1 respectively. Mixture of vessel – A & B is mixed in vessel – C. If quantity of vessel – A & B is same and vessel – C contains 92 liters of milk, then find total quantity of vessel – A.**

(a) 80 liters

(b) 120 liters

(c) 50 liters

(d) 100 liters

(e) 60 liters

**Q12. Mohit invested Rs.X at 15% p.a. at SI for 5 years. If total amount received by Mohit at the end of 5 years is Rs.84000, then find value of (X + 2000).**

(a) 40000

(b) 60000

(c) 50000

(d) 80000

(e) 70000

**Q13. A boat covers 192 km in upstream in 6 hours. If speed of boat in still water is 200% more than speed of stream, then find time taken by boat to cover 240 km in downstream.**

(a) 3 hours 45 minutes

(b) 3 hours 15 minutes

(c) 4 hours 45 minutes

(d) 4 hours 15 minutes

(e) 5 hours 45 minutes

**Q14. Length of rectangle is 5m more than side of square, whose area is 225m2. Ratio of length to breadth of rectangle is 5 : 4, then find perimeter of rectangle.**

(a) 60m

(b) 68m

(c) 84m

(d) 90m

(e) 72m

**Q15. Pipe – A & B together can fill the tank in 36 hours and pipe – B & C together can fill the same tank in 40 hours. Pipe – B is 20% less efficient than pipe – C. Find time taken to fill the same tank, when pipe – A, B & C together started filling the tank.**

(a) 24 hours

(b) 20 hours

(c) 25 hours

(d) 16 hours

(e) 18 hours

**Solutions**