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Quantitative Aptitude

Zonal Theorem

How many cand...

Question

How many candidates have prior experience of working in rural areas, considering both Public Sector and Private Sector Banks together?

A

4350

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B

4950

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C

4800

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D

4900

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E

4850

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Solution

The correct option is B 4950
From the given information, we can get the following table
$\begin{matrix} R u r a l a r e a & U r b a n a r e a P u b l i c S e c t o r B a n k s & P u b l i c S e c t o r B a n k s = 450 & = \frac{15000}{4} = 3750 P r i v a t e B a n k s = 300 & P r i v a t e B a n k s = \frac{15000 \times 12}{100} = 1800 \end{matrix}$
Public Sector Banks in rural and urban areas $= 3600$
Public and Private Sector banks in urban area $= \frac{15000 \times 15}{100} = 2250$
Public and private sector banks in rural area $= 600$
Inexperienced candidates $= 15000 - 12750 = 2250$
Required number of candidates $= 450 + 300 + 600 + 3600 = 4950$

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