Question
RBI has decided to increase the threshold limit for
deposits and other extensions of funds made by non-financial Small Business Customers from ₹ 5 crore to ₹ ……………………….for the purpose of maintenance of Liquidity Coverage Ratio (LCR) under BASEL III framework.Solution
With the objective to better align the guidelines of RBI with the BCBS standard and enable banks to manage liquidity risk more effectively, RBI has decided to increase the threshold limit for deposits and other extensions of funds made by non-financial Small Business Customers from ₹ 5 crore to ₹ 7.5 crores for the purpose of maintenance of Liquidity Coverage Ratio (LCR). This is applicable to all Commercial Banks other than Regional Rural Banks, Local Area Banks, and Payments banks. Small Business Customers: This category consists of deposits and other extensions of funds made by non-financial small business customers, that are managed as retail exposures and are generally considered as having similar liquidity risk characteristics to retail accounts provided total aggregated funding from any such Small Business Customer is up to ₹ 7.5 crore (on a consolidated basis where applicable).
- What is the least number that must be taken away from 246935 so that the resulting number is completely divisible by 7?
Find the average of first 17 whole numbers.
Choose the number which is different from the group.
When a number is increased by 60% then the number obtained is 28 less than thrice the original number. Find the original number.
If the numerator of a fraction is increased by 300% and the denominator is increase by 600%.The resultant fraction is 1/2. What was the original fraction?
The Indian cricket team scored 188 runs in their 20-over match against Australia. By the end of the 13th over, Australia has scored 107 runs. What is th...
- The divisor is 25% of the quotient and 5 times the remainder. If the remainder is 4, then what is the dividend?
When a number is increased by 60% then the number obtained is 56 less than thrice the original number. Find the original number.
- 60% of 'X' is (3/2) of 'Y'. Find the ratio X:Y, assuming X and Y are co-prime.
- A number when divided by 255 gives remainder 40. Find the remainder when the same number is divided by 15.