**Directions (1-4): Pie chart given below shows export distribution of 6 countries in percentage in 2017. Bar chart shows the increase in the exports percentage of these 6 respective countries in 2018 as compare to 2017 . **

**Q1. What is the percentage increase in total export in 2018 as compare to 2017? **

(a) 15.02%

(b) 14.02%

(c) 16.05%

(d) 100%

(e) None of these

**Q2. If total export in 2018 of all countries is Rs. 37136 cr then find the export of country S in 2017. **

(a) 5430 cr.

(b) 5160 cr.

(c) 5400 cr.

(d) 5760 cr.

(e) None of these

**Directions (5-7): In a mobile game quiz, 10 questions are asked with three options conducted only once in a day at a fix time. If you choose a wrong answer, you are eliminated. To win the game, you must answer all question correctly.**

**Q7. What is the probability of his winning with 1 mobile, if he knew 5 questions, and have doubt in 2 options of other 3 questions, and remaining 2 questions are totally unknown to him? **

(a) 1/8

(b) 1/72

(c) 1/36

(d) 1/27

(e) 1/45

**Direction (8- 10)- There are three bucket P, Q & R contains three fruits Mangos, Bananas & Oranges.**

In bucket P, contains x Mangos and y Bananas. Number of bananas are 3 more than the number of Mangos. If Ram selected one fruits for eating, then the probability of getting orange is 3/16. The value of x is 37 ½ % less than y.

In bucket Q, number of Mangos is 40% more than that of bucket P. If Satish selecting two fruits at random for eating then the probability of getting both Bananas is 18/203. Total number of fruits in bucket Q is 29 .

In bucket R, the ratio of number of mangos to number of orange is 3 : 4. Total number of bananas & orange is 33 . If Veer selecting one fruit for eating the probability of getting mangos is 3/14.

**Q8. What is the total number of bananas present in all the three buckets? **

(a) 30

(b) 38

(c) 36

(d) 32

(e) 28

**Q9. If all mangoes of bucket P is placed in the bucket Q then find the probability of choosing a mango from bucket Q? **

(a) 5/17

(b) 9/17

(c) 3/17

(d) 7/17

(e) 6/17

**Q10. If 25% oranges of bucket R are spoiled and thrown away then find the probability of choosing a good orange from bucket R? **

(a) 3/13

(b) 5/13

(c) 7/13

(d) 6/13

(e) 2/13

**Solutions**