**1. Near about 20% of the funds are to be arranged through:**

**Answer**: Option B

**Explanation**:

20% of the total funds to be arranged = Rs. (20% of 57600) crores

â‰ˆ Rs. 11520 crores

â‰ˆ Rs. 11486 crores.

Rs. 11486 crores is the number of funds to be arranged through External Assistance.

**2. If NHAI could receive a total of Rs. 9695 crores as External Assistance, by what percent (approximately), should it increase the Market Borrowing to arrange for the shortage of funds?**

**Answer**: Option C

**Explanation**:

Shortage of funds arranged through External Assistance Therefore = Rs. (11486 – 9695) crores

= Rs. 1791 crores.

Therefore Increase required in Market Borrowing = Rs. 1791 crores.

Percentage increase required = \(\frac{17910}{29952}\) x 100 % = 5.98% â‰ˆ 6%.

29952

**3. If the toll is to be collected through an outsourced agency by allowing a maximum 10% commission, how much amount should be permitted to be collected by the outsourced agency so that the project is supported with Rs. 4910 crores?**

**Answer**: Option C

**Explanation**:

Amount permitted = (Funds required from Toll for projects of Phase II) +

(10% of these funds)

= Rs. 4910 crores + Rs. (10% of 4910) crores

= Rs. (4910 + 491) crores

= Rs. 5401 crores.

**4. The central angle corresponding to Market Borrowing is**

**Answer**: Option C

**Explanation**:

Central angle corresponding to Market Borrowing = [\(\frac{29952}{57600}\) x 360Â°]= 187.2Â°

**5. The approximate ratio of the funds to be arranged through Toll and that through Market Borrowing is**

**Answer**: Option B

**Explanation**:

Required ratio = \(\frac{4910}{29952 }\) =\(\frac{1}{6.1}\) â‰ˆ \(\frac{1}{6}\)

**1. In the corporate sector, approximately how many degrees should be there in the central angle?**

**Answer**: Option C

**Explanation**:

34 x 3.6 = 122.4 (since 1% = 3.6 degrees)

**2. If the investment by NRI’s are Rs 4,000 crore, then the investments by corporate houses and FII’s together is:**

**Answer**: Option B

**Explanation**:

\(\frac{67}{11}\)x 4000 = 24 363.6364

**3. What percentage of the total investment is coming from FII’s and NRI’s?**

**Answer**: Option C

**Explanation**:

(33 + 11) = 44

**4. If the total investment other than by FII and corporate houses is Rs 335,000 crore, then the investment by NRI’s and Offshore funds will be (approximately)?**

**Answer**: Option A

**Explanation**:

Investment other than NRI and corporate houses is 33% = 335000. Also, investment by offshore funds and NRI’s is equal to 27%.

Hence, 27 x \(\frac{335,000}{33}\)= 274 090.909

**5. If the total investment flows from FII’s were to be doubled in the next year and the investment flows from all other sources had remained constant at their existing levels for this year, then what would be the proportion of FII investment in the total investment into India Bonds next year (in US $ millions)?**

**Answer**: Option B

**Explanation**:

FII’s currently account for 33 out of 100.

If their value is doubled and all other investments are kept constant then their new value would be 66 out of 133 = approximately equal to 50%

**1. What percent of total spending is spent on Tennis?**

**Answer**: Option A

**Explanation**:

Percentage of money spend on Tennis = [\(\frac{45}{360}\) x 100%] = 12\(\frac{1}{2}\)%

**2. How much percent more is spent on Hockey than that on Golf?**

**Answer**: Option D

**Explanation**: Let the total spendings on sports be Rs. x. Then,

Amount spent on Golf = Rs. \(\frac{36}{360 }\) Ã— x = Rs \(\frac{x}{10}\)

Amount spent on Hockey = Rs \(\frac{63}{360 }\) Ã— x = Rs \(\frac{7x}{40}\)

Difference = Rs \(\frac{7x}{40}\) – \(\frac{x}{10}\) = Rs \(\frac{3x}{40}\)

Required percentage = Rs[\(\frac{\frac{3x}{40 } }{\frac{x}{10 }}\)x 100%] = 75%

**3. If the total amount spent on sports during the year be Rs. 1,80,00,000 , the amount spent on Basketball exceeds on Tennis by:**

**Answer**: Option A

**Explanation**: Amount spent on Basketball exceeds that on Tennis by: Rs [\(\frac{(50 – 45)}{360}\) x 1,80,00,000 ]

= Rs. 2,50,000.

**4. How much percent less is spent on Football than that on Cricket?**

**Answer**: Option C

**Explanation**:

Let the total spendings on sports be Rs. x. Then,

Amount spent on Cricket = Rs. \(\frac{81}{360 }\) Ã— x = Rs.\(\frac{9x}{40}\)

Amount spent on Football = Rs. \(\frac{54}{360 }\) Ã— x = Rs.\(\frac{3x}{20}\)

Difference = Rs. [\(\frac{9x}{40 }\) – \(\frac{3x}{20 }\)] = Rs. \(\frac{3x}{40 }\)

Required percentage = Rs.[\(\frac{\frac{3x}{40 } }{\frac{9x}{40 }}\)x 100%]

**5. If the total amount spent on sports during the year was Rs. 2 crores, the amount spent on Cricket and Hockey together was:**

**Answer**: Option B

**Explanation**: Amount spent on Cricket and Hockey together

= Rs.[\(\frac{(81 + 63)}{360 }\) x 2]crores

= Rs. 0.8 crores

= Rs. 80,00,000.

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