A bank's Loan-to-Deposit (LTD) ratio increased from 78% to 85%. Which statement is MOST accurate?
AThe bank reduced lending to customers
BThe bank increased leverage and credit deployment but faces higher liquidity risk
CThe bank's deposits decreased significantly
DThe bank's profitability decreased
Correct Answer:
B. The bank increased leverage and credit deployment but faces higher liquidity risk
Explanation:
Higher LTD ratio (85%) means more advances relative to deposits, increasing credit exposure and potential liquidity risk, though showing aggressive lending strategy.
A bank's Gross NPA declined from 4.2% to 3.1%, while Slippage ratio increased from 2.8% to 3.5%. What is the likely scenario?
AThe bank recovered old NPAs while new stress indicators worsened
BThe bank's credit quality improved uniformly
CThe bank reduced its advance portfolio
DThe bank increased provisioning levels
Correct Answer:
A. The bank recovered old NPAs while new stress indicators worsened
Explanation:
Declining Gross NPA with increasing Slippage ratio suggests recovery of old NPAs but deteriorating new loan quality, indicating mixed asset quality trends.
If a customer deposits ₹5 lakh in a scheduled bank and the bank fails, what is the maximum amount covered under the Deposit Insurance and Credit Guarantee Corporation (DICGC) scheme as of 2024?
A₹1 lakh
B₹3 lakh
C₹5 lakh
D₹10 lakh
Correct Answer:
C. ₹5 lakh
Explanation:
DICGC provides deposit insurance coverage up to ₹5 lakh per depositor per bank since 2020, increased from ₹1 lakh.
A bank's Net Interest Margin (NIM) is 3.2%. Which statement correctly interprets NIM?
AThe bank earned ₹3.20 profit on every ₹100 of assets
BThe difference between interest earned and interest paid as a percentage of earning assets
CThe total interest income divided by total deposits
DThe percentage of non-performing loans in the portfolio
Correct Answer:
B. The difference between interest earned and interest paid as a percentage of earning assets
Explanation:
NIM = (Interest Income - Interest Expense) / Earning Assets. It measures the spread between interest earned and paid, expressed as a percentage of earning assets.