Table of Contents

**Directions (1-5): Study the given table, carefully to answer the questions that follow:**

Given below is the table showing the persons who attended the seminar from 5 villages M, N, O, P and Q. There are some literate and Some illiterate persons who attended the seminar, studying the table and answer the following questions.

Note: Total persons who attended seminar = Total illiterate + Total Literate.

**Q1. What is the difference between illiterate men from village M and O together and illiterate men from village N and Q together?**

(a) 600

(b) 550

(c) 250

(d) 280

(e) 500

**Q2. Illiterate men from village P and M together who attended seminar are what percent more or less than the total literate person from village N and O together**

(a) 25.5%

(b) 26.2%

(c) 38.23%

(d) 22.35%

(e) 28%

**Q3. What is the ratio of literate female from village O to the illiterate female from village Q.**

(a) 2 : 3

(b) 4 : 3

(c) 5 : 2

(d) 5 : 6

(e) 7 : 6

**Q4. What is the sum of illiterate women from village N and O and illiterate men from village M and Q together?**

(a) 99000

(b) 11000

(c) 90800

(d) 10300

(e) None of these

**Q5. Sum of illiterate men from village M and P together her and literate women from village N and O together are what percent of total people from village M and N together. (approximately)**

(a) 37%

(b) 45%

(c) 28%

(d) 43%

(e) 49%

**Directions (6-10): The following questions are accompanied by three statements (A) or (I), (B) or (II), and (C) or (III). You have to determine which statement(s) is/are sufficient/necessary to answer the questions.**

**Q6. The ratio of the ages of Javed and Akhtar is 6 :11. Find out the ratio of their ages 5 years ago.**

A. The difference of their ages is 25 years.

B. The difference of their ages after 5 years will be 25 years.

C. The sum of their ages is 85 years.

(a) Only A and C together are sufficient

(b) Anyone of A, B and C is sufficient

(c) Only A and B together are sufficient

(d) Any two of A, B and C are sufficient

(e) All together are necessary

**Q7. What is the cost of painting the two adjacent walls of a hall which has no windows or doors?**

I. The area of the base of hall is 24 sq metres.

II. The breadth, length and the height of the hall are in the ratio of 4 : 6 : 5.

III. Area of one wall is 30 square metres.

(a) Only I

(b) Only II

(c) Only III

(d) Either I or III

(e) Data inadequate

**Q8. 8 men and 6 women can complete a piece of work in 21 days. How many days will it take for 12 men and 9 women to complete the same work?**

A. 6 men can complete the work in 42 days.

B. 7 women can complete the work in 63 days.

C. The amount of work done by a woman is four sevenths of the work done by a man in one day.

(a) Any two of them

(b) Any of them

(c) Only C

(d) Either A or B only

(e) No need of any information

**Q9. A train crosses another train in 10 sec. Find out the lengths of the trains.**

A. Ratio between the lengths the of second and first train is 4 : 5.

B. Ratio between the speed of first and second trains is 1 : 2.

C. The speed of first train is 36 km/hr.

(a) Only A and B together

(b) Only B and C together

(c) Only A and C together

(d) Questions can’t be answered even after using all the information

(e) None of these

**Q10. A customer is given two successive discounts on an article. Find the second discount.**

A. The selling price of the article is given.

B. The first discount % is 30% of the second discount %.

C. The marked price of the article is given.

(a) A and B are sufficient

(b) B and C are sufficient

(c) All together are necessary

(d) All even together are not sufficient

(e) Either A and B or B and C together are sufficient

**Q11. A man invested Rs. 1600 on CI for two years at the rate of R% p.a. and gets amount of Rs. 2304. If man invested same sum on SI for same period of time at the rate of (R – 8)%, then find interest he will get?**

(a) 384 Rs.

(b) 324 Rs.

(c) 316 Rs.

(d) 372 Rs.

(e) 306 Rs.

**Q12. Anurag & Ravi entered into a business with capital of Rs. 2000 & Rs. 1600 respectively. At the end of 8th month Anurag added Rs. 400 more and he left the business after 10 months, after one year’s Ravi invested his profit in a scheme, which offers CI at 20% p.a. If after two years Ravi gets total amount of Rs. 6912, then find total profit of Anurag?**

(a) 5200 Rs.

(b) 2550 Rs.

(c) 10200 Rs.

(d) 7650 Rs.

(e) 2700 Rs.

**Q13. A bank offers SI of 10% on principal amount below Rs.5000 otherwise 20%. A man invested Rs. A for 3 years. What is the value of A?**

(A) If he had submitted Rs. 3000 more, he will get an interest of Rs. 900 more.

(B) If he had submitted Rs. 4000 more, he will get an interest of Rs. 2400 more.

(C) Value of A is multiple of 500.

(a) Either A and B or B and C are sufficient to answer the question

(b) Either A and B or A and C are sufficient to answer the question

(c) Either A and C or B and C are sufficient to answer the question

(d) A, B and C together are sufficient to answer the question

(e) All of the statements together are not sufficient to answer the question.

**Directions (14– 15): Veer, Sameer & Divyaraj invested amount in the ratio of 6 : 7 : 8 respectively.**

**Q14. P & Q invested Rs. 4800 and Rs. 1600 more than that of Veer & Sameer invested respectively in two different schemes ‘A’ & ‘B’ respectively. Scheme A offered compound interest at the rate of 20% p.a. for two year and scheme ‘B’ offered simple interest at the rate of 15% p.a for three years. If rate of interest of both schemes exchange to each other, then new total interest obtained is Rs. 90 more than previous total interest. Find amount invested by Divyaraj?**

(a) 10800 Rs.

(b) 9600 Rs.

(c) 10200 Rs.

(d) 8400 Rs.

(e) 7200 Rs.

**Q15. Anurag invested an amount which is equal to total amount invested by Veer, Sameer & Divyaraj at the rate of 10% p.a on compound interest. If difference between interest of first year & third year is Rs. 529.2, then find the total amount invested by Veer & Sameer together?**

(a) 13600 Rs.

(b) 13200 Rs.

(c) 14800 Rs.

(d) 15600 Rs.

(e) 16800 Rs.

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