Directions (1-5): The following pie-chart shows the sources of funds to be collected by the National Highways Authority of India (NHAI) for its Phase II projects.
Study the pie-chart and answers the question that follow.
Sources of funds to be arranged by NHAI for Phase II projects (in Rs. crores).
Question: Nearly about 20% of the funds are to be arranged through:
20% of the total funds to be arranged = Rs. (20% of 57600) crores = Rs. 11520 crores is near about Rs. 11486 crores. Rs. 11486 crores is the amount of funds to be arranged through External Assistance.
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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?
Shortage of funds arranged through External Assistance = Rs. (11486 – 9695) crores = Rs. 1791 crores. Increase required in Market Borrowing = Rs. 1791 crores. Percentage increase required = ( 1791 / 29952 x 100) % = 5.98% or 6%. App.
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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?
Directions (1-5): These questions are based on following graphs Classification of appeared candidates in a competitive test from different states and qualified candidates from those states.
Question: What is the ratio between the number of appeared candidates from states C and E together and the appeared candidates from states A and F together ?
There is not need to calculate values. This is simply a ratio. So we can compare the ratio of their percentages. C + E = 8 + 9 = 17; A + F = 15 + 18 = 33. So ratio = 17 : 33
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In which State the percentage of qualified candidates to that of appeared candidates is minimum ?
This is a lengthy question. But we will use simple technique to solve this question. We have to calculate the ratio of Qualified to appeared for each state. So Qualified candidates from A Selected candidates from A × 100 = 18 % × 9000 15 % × 45000 × 100 Qualified candidates from ASelected candidates from A×100=18%×900015%×45000×100 But If you observe in the above equation, only 18% / 15% changes for each state. Remaining values are constant. Minimum percentage we get if numerator is small and denominator is big. For C it is 7/8 = 1/1.14 and for E it is 9/14 = 1/1.5 So for E denominator is big. So it has the ratio Minimum.
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What is the difference between the number of qualified candidates of states D and G What is the difference between the number of qualified candidates of states D and G
Qualified candidates from B and C = (16 + 7)% = 23% (9000) Appeared candidates from B and C = (11 + 8)% = 19% (45000) So required percentage = (23%(9000)/19%(45000))×100 = (23/19×5)×100 = 24.21 23%(9000)19%(45000)×100=2319×5×100=24.21
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