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Banks’ exposures to a single NBFC (excluding gold loan companies) will be restricted to 20 percent of their eligible capital base (Tier I capital). However, based on the risk perception, more stringent exposure limits in respect of certain categories of NBFCs may be considered by banks. Banks’ exposures to a group of connected NBFCs or group of connected counterparties having NBFCs in the group will be restricted to 25 percent of their Tier I Capital The exposure of a bank to a single NBFC which is engaged in lending against collateral of gold jewelry (i.e. such loans comprising 50 percent or more of their financial assets), shall not exceed 7.5 percent of the bank’s capital funds (Tier I plus Tier II Capital). However, this exposure ceiling may go up by 5 percent, i.e., up to 12.5 percent of banks’ capital funds if the additional exposure is on account of funds on-lent by such NBFCs to the infrastructure sector
A right circular cylinder having total surface area of 2833.6 cm2 is immersed in a vessel completely filled with water. If the height of the ...
The length of a rectangle and the side of a square are in the ratio of 6:7, respectively. The breadth of the rectangle is 33(1/3)% less than its length....
The length and breadth of a rectangle are increased by 20% and 30% respectively. The increase in the area of the resulting rectangle will be:
The perimeters of two similar triangles, ∆ PQR and ∆ XYZ are 48 cm and 24 cm respectively. If XY = 12 cm. then PQ is:
Find how many cubes of side 1 cm each can be made by melting a cuboid with dimensions 20cm × 40cm × 5cm?
The length and breadth of a rectangle are increased by 8% and 5%, respectively. By how much percentage will the area of the rectangle increase?
When the ratio of the length and breadth of the rectangle is given as 3:2. If the perimeter of the rectangle is equal to the perimeter of the square, wh...
The ratio of length to breadth of a rectangle is 5:4, respectively. Perimeter of rectangle is 252 cm. If each side of a square is 25% more than the brea...
In measuring the sides of a rectangle, there is an excess of 12% on one side and 10% deficit on the other. Then the error percent in the area is
The mean proportion of 169 and 144 is: