**IIFT Question Paper 2012 Solution Free Download PDF.**

Indian Institute of Foreign Trade Management and international business school 2012 Exam Has been Conducted By IIFT For the admission in MBA Degree / Diploma Courses This IIFT 2012 examination is the procedure to get the admission in MBA

IIFT 2012 Question Paper having English Comprehension, General Knowledge & Awareness, Logical Reasoning and Quantitative Analysis. This IIFT 2012 Question will help all the students for their exam preparation, here the question type is MCQ i.e multiple choice question answers, if this IIFT 2012 question paper in pdf file for IIFT you can download it in FREE, if Indian Institute of Foreign Trade Management and international business school 2012 paper in text for IIFT you can download IIFT 2012 page also just Go to menu bar, Click on File->then Save.

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**IIFT Question Paper 2012 Solution Free Download PDF**

**IIFT Question Paper 2012 Solution Free Download PDF**

**The answer sheets of 5 engineering students can be checked by any one of 9 professors. What is**

**the probability that all the 5 answer sheets are checked by exactly 2 professors?**

(1) 20/2187 (2) 40/2187

(3) 40/729 (4) None of the above

**Mr. Mishra invested Rs. 25,000 in two fixed deposits X and Y offering compound interest @**

**6% per annum and 8% per annum respectively. If the total amount of interest accrued in two years**

**through both fixed deposits is Rs. 3518, the amount invested in Scheme X is**

(1) Rs. 12,000 (2) Rs. 13,500

(3) Rs. 15,000 (4) Cannot be determined

**The probability that in a household LPG will last 60 days or more is 0.8 and that it will last at most**

**90 days is 0.6. The probability that the LPG will last 60 to 90 days is In a circular field, there is a rectangular tank of length 130 m and breadth 110 m. If the area of the land portion of the field is 20350 m2 then the radius of the field is**

(1) 85 m (2) 95 m

(3) 105 m (4) 115 m

**Eight points lie on the circumference of a circle. The difference between the number of triangles**

**and the number of quadrilaterals that can be formed by connecting these points is**

(1) 7 (2) 14

(3) 32 (4) 84

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