Pie Chart Questions Answers

• 1. If company 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?

  1. 4%
  2. 6%
  3. 8%
  4. 10%

  Answer :

  Option B

  Explanation:

  New funds = 11486 - 9695
  = Rs. 1791 crores
  
  Increase in requirement of market borrowing is 1791 crore
  
  Now, 1791 crore is what percent of Market Borrowing
  \begin{aligned}
  = \frac{1791}{29952}*100\% \\
  = 5.98 \%
  = 6\%\text{ (approx)}
  \end{aligned}

• 2. Near about 20% of the funds are to be arranged through ?

  1. SPVS
  2. Annuity
  3. External Assitance
  4. Market borrowing

  Answer :

  Option C

  Explanation:

  Total funds are = 29952+11486+5252+4910+6000
  = 57600 crore
  
  Now 20% of 57600 = 20/100 * 576000
  = 11520 crore
  Which is approximately equal to External Assistance
  
  

• 3. The central angle corresponding to Market Borrowing is ?

  1. 187.2 degree
  2. 183.2 degree
  3. 181.2 degree
  4. 180.2 degree

  Answer :

  Option A

  Explanation:

  Central angle corresponding to Market Borrowing
  \begin{aligned}
  \left(\frac{29952}{57600}*360\right) \\
  = 187.2 \text{ degree}
  \end{aligned}

• 4. 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. 4,910 crores?
  
  

  1. Rs 5401 crore
  2. Rs 5301 crore
  3. Rs 5201 crore
  4. Rs 5101 crore

  Answer :

  Option A

  Explanation:

  Amount required = (Funds required from toll) + (10% of these funds)
  = 4910 + 10% of (4910)
  = 4910 + (10/100)*4910
  = 4910 + 491
  = 5401 crore
  
  

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

  1. 1:6
  2. 2:5
  3. 3:7
  4. 6:7

  Answer :

  Option A

  Explanation:

  \begin{aligned}
  \text{Required Ratio=}\frac{4910}{29952}\\
  = \frac{1}{6.1}\\
  = 1:6
  \end{aligned}