**Q1. The ratio between length of trains A and B is 3 : 5. Speed of train A is 72 km/h and that of train B is 54 km/h & they are running opposite to each other. If train A cross’s train B in 16 seconds, then find length of train B. **

(a) 350 m

(b) 250 m

(c) 450 m

(d) 150 m

(e) 320 m

**Q2. Ramesh and Ramu enter into a partnership with their initial sum Rs. 36000 and Rs. 48000 respectively. After 6 months, a third person Keshav also joins them with his initial sum Rs. 24000. After a year if total profit is Rs. 6400, then find the profit share of Ramu. **

(a) Rs. 3000

(b) Rs. 2300

(c) Rs. 3200

(d) Rs. 2800

(e) Rs. 3600

**Q3. The sum of present age of P and Q is 54 years. After 4 years, ratio of their ages will be 2:3. Find the present age of P. **

(a) 25.2 years

(b) 24.6 years

(c) 21.8 years

(d) 20.8 years

(e) 22.6 years

**Q4. In how many different ways the letters of the word ‘GAGUAR’ can be arranged? **

(a) 220

(b) 180

(c) 60

(d) 120

(e) 160

**Q5. A dice is thrown up find the probability of getting an odd number on the upper face. **

(a) 3/4

(b) 2/3

(c) 1/2

(d) 5/6

(e) 1/3

**Q6. How many five digits number can be formed using the digits 1, 3, 4, 5, 6, 7 without repetition of digits?**

(a) 120

(b) 144

(c) 720

(d) 840

(e) 420

**Q7. The ratio of number of balls in bags x, y is 2 : 3. Five ball are taken from bag y and are dropped in bag x, number of balls are equal in each bag now. Find the number of balls in each bag now.**

(a) 45

(b) 20

(c) 30

(d) 25

(e) 35

**Q8. P, Q and R can do a job alone in 16 days, 24 days and 32 days respectively. If they started together then in how many days the work be completed? **

(a) 5 days

(b) 8 days

(c) 12 days

(d) 96/13 days

(e) 95/11 days

**Q9. The speed of a boat in still water is 8 km/h and it takes 5 hours to go upstream and 3 hours downstream distance between two points. What is the speed of stream? **

(a) 4 km/h

(b) 2 km/h

(c) 3 km/h

(d) 1 km/h

(e) 2.5 km/h

**Q10. The speed of a train is 90 km/h and crosses a platform and a pole in 36 seconds and 6 seconds respectively. Find the length of platform. **

(a) 450 m

(b) 650 m

(c) 750 m

(d) 850 m

(e) 550 m

**Solutions**