Banking ICSE Class 9 Commercial Studies: Functions of Commercial Banks and Types of Accounts
Updated 15 October 2026 · Fact-checked
A commercial bank accepts deposits from the public and lends money for profit. ICSE Class 9 covers its functions: primary (accepting deposits, granting loans and advances) and secondary (agency and general utility services), and four types of accounts: savings, current, recurring deposit and fixed deposit, with their meaning and differences.
What Banking is about
Almost every family and business deals with a bank: to keep savings safe, to receive salaries, to pay bills, to borrow for a house or a machine. Commercial banks connect savers with borrowers, and this chapter explains how they do it and which account suits which customer.
The CISCE 2028 Class IX syllabus asks for the functions of commercial banks, and the types of accounts: savings, current, recurring and fixed deposit accounts, meaning and difference only.
The syllabus limits accounts to 'meaning and difference only', so the comparison table on this page is the heart of the chapter. Learn it on fixed bases (purpose, who opens it, withdrawals, interest, overdraft, cheque book) and you can answer any 'distinguish' question. Functions are best learnt as primary (deposits and loans) and secondary (agency and utility), with an example of each. Interest calculations on this page use simple interest and 'Suppose' rates to illustrate the differences; banks set their actual rates from time to time.
Weightage: CISCE publishes no chapter weightage and no question-paper layout for ICSE Class 9 Commercial Studies. Class IX is examined by your school: one 80-mark paper of 2 hours plus 20 marks of internal assessment. Banking is topic 5. Banking of the 2028 syllabus.Source: CISCE ICSE 2028 Commercial Studies syllabus, Class IX
Key concepts
- Commercial bank: meaning
A commercial bank is a financial institution that accepts deposits from the public, repayable on demand or after a fixed period and withdrawable by cheque or otherwise, and lends money to individuals and businesses, with the aim of earning profit. Its profit comes mainly from the difference between the interest it earns on loans and the interest it pays on deposits.
Commercial banks in India include public sector banks (majority owned by the government), private sector banks, foreign banks, regional rural banks and small finance banks. They work under the regulation of the Reserve Bank of India.
Worked example
(2 marks) What is a commercial bank? How does it earn profit?
Try it first, then show the solutionSolution
- A commercial bank accepts deposits from the public and lends money to individuals and businesses for profit - 1 mark.
- It earns mainly from the difference between interest received on loans and interest paid on deposits (plus service charges) - 1 mark.
Answer: A commercial bank is a profit-making institution that accepts public deposits and gives loans. Its main profit is the difference between the higher interest it charges borrowers and the lower interest it pays depositors.
- Primary functions: accepting deposits and lending
1. Accepting deposits: banks accept money from the public in different accounts: savings, current, recurring and fixed deposits. This keeps people's money safe, pays them interest (except usually on current accounts) and mobilises savings.
2. Granting loans and advances:
(a) Loans: a fixed amount given for a fixed period, credited to the borrower's account or paid out, repaid in instalments or in a lump sum with interest. Example: a home loan, a car loan, a term loan for machinery.
(b) Cash credit: the borrower can withdraw up to a limit against security (such as stock), and pays interest only on the amount actually used. Used by traders and manufacturers for working capital.
(c) Overdraft: a current account holder is allowed to withdraw more than the balance in the account, up to an agreed limit; interest is charged only on the overdrawn amount for the period used.
(d) Discounting of bills of exchange: the bank pays the holder of a bill before its due date, deducting a discount, and collects the full amount on maturity.Worked example
(2 marks) Distinguish between a loan and an overdraft.
Try it first, then show the solutionSolution
- Loan: a fixed sum given for a fixed period; interest is charged on the whole amount - 1 mark.
- Overdraft: a current account holder may withdraw more than the balance up to a limit; interest is charged only on the amount overdrawn - 1 mark.
Answer: A loan is a fixed amount for a fixed period with interest on the full sum; an overdraft lets a current account holder draw beyond the balance up to a limit, paying interest only on the amount actually overdrawn.
- Secondary functions: agency and general utility services
Agency functions (the bank acts as an agent of its customer):
1. Collecting cheques, drafts, bills, dividends and interest on behalf of customers.
2. Making payments on the customer's instructions: insurance premiums, loan instalments, subscriptions, utility bills (standing instructions, auto-debit).
3. Buying and selling securities (shares, bonds) for customers.
4. Acting as trustee or executor of a customer's will.
5. Remitting funds from one place to another (NEFT, RTGS, demand drafts).General utility functions (services to the public in general):
1. Safe deposit lockers for valuables and documents.
2. ATMs, debit and credit cards, internet and mobile banking, UPI payments.
3. Issuing letters of credit (for importers) and bank guarantees.
4. Foreign exchange services.
5. Providing information and references about customers' creditworthiness (with consent).
6. Selling insurance and mutual fund products, and collecting taxes and government payments.Worked example
(2 marks) Give one agency function and one general utility function of a commercial bank.
Try it first, then show the solutionSolution
- Agency: collecting cheques or paying insurance premiums on the customer's standing instructions - 1 mark.
- General utility: safe deposit lockers, or ATM and debit card services - 1 mark.
Answer: Agency function: paying a customer's insurance premium every month under standing instructions. Utility function: providing a safe deposit locker for jewellery and documents.
- Savings and current accounts
Savings account: a deposit account meant to encourage saving by individuals (salaried people, students, pensioners, households). Features: interest is paid on the balance; withdrawals and deposits can be made at any time, though banks may limit the number of free transactions; a minimum balance may be required; cheque book, debit card and online banking are provided; overdraft is not usually given. Example: a teacher keeps her salary in a savings account.
Current account: a deposit account meant for businesses and organisations with frequent and large transactions. Features: any number of deposits and withdrawals in a day; usually no interest is paid; a higher minimum balance; overdraft facility can be granted; cheque book is essential. Example: a wholesaler who receives and makes many payments every day keeps a current account.
Worked example
(2 marks) Why does a trader prefer a current account to a savings account?
Try it first, then show the solutionSolution
- A current account allows any number of deposits and withdrawals, suiting a trader's frequent transactions - 1 mark.
- It also offers an overdraft facility for short-term needs, which a savings account usually does not - 1 mark.
Answer: Because a current account permits unlimited transactions every day and gives an overdraft facility, both of which a trader needs; the loss of interest matters less than convenience.
- Recurring and fixed deposit accounts
Recurring deposit (RD) account: the depositor deposits a fixed amount every month for a fixed period (e.g. 12 to 120 months) and receives the total deposits plus interest on maturity. It suits people with a regular monthly income who want to save a part of it regularly. Withdrawals are not allowed before maturity, except by closing the account early with a penalty or reduced interest. Example: a clerk deposits ₹1,000 every month for a year to buy a laptop.
Fixed deposit (FD) account (term deposit): a lump sum is deposited for a fixed period (from a few days to several years), and it earns a higher rate of interest than a savings account. The money cannot be withdrawn before maturity except by premature closure, usually with a lower interest rate (penalty). Loans can often be taken against an FD. Example: a retired person deposits ₹5,00,000 for three years to earn steady interest.
Worked example
(2 marks) Distinguish between a recurring deposit and a fixed deposit.
Try it first, then show the solutionSolution
- RD: a fixed amount deposited every month for a fixed period - 1 mark.
- FD: a lump sum deposited once for a fixed period - 1 mark.
Answer: In a recurring deposit, a fixed sum is deposited every month for a fixed period; in a fixed deposit, a lump sum is deposited once for a fixed period. Both are paid back with interest on maturity.
- Comparison of the four accounts
Basis Savings Current Recurring deposit Fixed deposit Purpose To encourage saving For frequent business transactions Regular monthly saving Investing a lump sum for a fixed period Suitable for Individuals, households Traders, companies, institutions Salaried and other regular earners People with spare lump sums Deposits Any time Any time, any number Fixed amount every month One lump sum Withdrawals Any time (limits on free transactions) Any number Only on maturity (premature closure with penalty) Only on maturity (premature closure with penalty) Interest Moderate (low) Usually none Higher than savings Highest of the four (usually) Overdraft Not usually Available No Loan against FD possible Cheque book Provided Essential Not given Not given Period No fixed period No fixed period Fixed (e.g. 1 to 10 years) Fixed (days to years) Worked example
(2 marks) Distinguish between a savings account and a fixed deposit account on the basis of withdrawals and interest.
Try it first, then show the solutionSolution
- Withdrawals: savings account money can be withdrawn any time; FD money only on maturity, or with a penalty if closed early - 1 mark.
- Interest: a savings account earns a lower rate; an FD earns a higher rate - 1 mark.
Answer: Savings: withdraw any time, lower interest. Fixed deposit: withdraw only at maturity (or with a penalty), higher interest.
Banking in real life
Each concept, met in an everyday situation. Read the situation, answer the question in your own words, then compare with the model answer. The one-line hook is what to remember.
Recurring deposit
Suppose Riya, who earns a monthly salary, deposits ₹1,000 every month for 12 months in a recurring deposit. Assume the bank pays 6% per annum simple interest calculated on the monthly deposits.
How much will Riya receive on maturity?
Try it first, then show the solutionSolution
- Total deposited: 12 × ₹1,000 = ₹12,000.
- Interest = P × n(n + 1) ÷ 2 × r ÷ 1,200 = 1,000 × 78 × 6 ÷ 1,200 = ₹390.
- Maturity value: ₹12,000 + ₹390 = ₹12,390.
Answer: Riya receives ₹12,390. An RD suits regular earners who want to save a fixed sum every month.
Memory hook: Recurring = a little, regularly.
Overdraft versus loan
Imagine a trader with a current account who needs extra funds for three months. He could take a loan of ₹1,00,000, or use an overdraft limit of ₹1,00,000, of which he actually uses only ₹40,000 for the three months. Suppose interest is 12% per annum in both cases.
Compare the interest cost.
Try it first, then show the solutionSolution
- Loan: 1,00,000 × 12 × 3 ÷ (100 × 12) = ₹3,000.
- Overdraft: interest only on the amount used: 40,000 × 12 × 3 ÷ 1,200 = ₹1,200.
- Saving with overdraft: ₹1,800.
Answer: The overdraft costs ₹1,200 against ₹3,000 for the loan, saving ₹1,800, because interest is charged only on the amount actually overdrawn.
Memory hook: Overdraft: pay for what you use.
Fixed deposit versus savings
Suppose Mr Kapoor has ₹50,000 he will not need for two years. Assume a savings account pays 3% and a two-year fixed deposit pays 7% per annum, both simple interest.
How much more would he earn with the FD? What if he must break the FD after one year and gets 6% for that year?
Try it first, then show the solutionSolution
- Savings: 50,000 × 3 × 2 ÷ 100 = ₹3,000. FD: 50,000 × 7 × 2 ÷ 100 = ₹7,000. Extra: ₹4,000.
- If broken after one year at 6%: 50,000 × 6 × 1 ÷ 100 = ₹3,000.
- Premature closure reduces the interest: the price of liquidity.
Answer: The FD earns ₹4,000 more over two years (₹7,000 against ₹3,000). If broken after one year at a reduced 6%, it earns ₹3,000. FDs suit money not needed before maturity.
Memory hook: Lock it longer, earn it larger.
Topics in this chapter
Banking: key facts
- Bank's profit
- Profit (mainly) = Interest earned on loans − Interest paid on deposits
- Simple interest
- SI = P × R × T ÷ 100
- Used here for FD, savings and overdraft illustrations.
- Recurring deposit interest
- I = P × n(n + 1) ÷ 2 × r ÷ 1,200
- P monthly instalment, n months, r% per annum (simple interest).
- RD maturity
- Maturity = P × n + I
- Overdraft interest
- Interest = amount actually overdrawn × rate × time
- Not on the full limit.
- Functions
- Primary: deposits, loans and advances. Secondary: agency, general utility.
Banking: diagrams to practise
Practise each one on paper: draw it from the checklist, then tick off every label.
Functions of a commercial bank (chart)
Explain the functions of commercial banks.
Draw
- Write 'Functions of commercial banks' at the top; branch into Primary and Secondary.
- Primary → Accepting deposits (savings, current, RD, FD) and Lending (loans, cash credit, overdraft, discounting bills).
- Secondary → Agency functions (collect cheques, pay bills, buy and sell securities, remit funds) and General utility functions (lockers, ATMs and cards, letters of credit, foreign exchange).
Label
- Primary functions
- Secondary functions
- Accepting deposits
- Lending
- Agency
- General utility
Watch out: Give one example under each final branch.
Bank as a bridge
Explain how a bank links savers and borrowers.
Draw
- Left box: Savers (households). Middle box: Bank. Right box: Borrowers (farmers, traders, industries).
- Arrow Savers → Bank labelled 'deposits'; Bank → Savers 'interest (lower)'.
- Arrow Bank → Borrowers 'loans'; Borrowers → Bank 'interest (higher)'.
- Under the Bank, write 'Profit = interest earned − interest paid'.
Label
- Savers
- Bank
- Borrowers
- Deposits
- Loans
- Interest
- Profit
Watch out: Shows both primary functions and the source of a bank's profit in one picture.
How the school exam asks Banking
The question patterns to expect, and the method that works for each.
| Question type | How it is asked | Method |
|---|---|---|
| Functions (2 to 5 marks) | Explain the primary and secondary functions of commercial banks. | Classify first; give each function with a one-line example. |
| Meaning of accounts (2 marks) | What is a recurring deposit account / current account? | Meaning with who uses it; the syllabus asks meaning and difference only. |
| Distinguish (2 to 5 marks) | Savings and current; RD and FD; savings and FD. | Bases: purpose, deposits, withdrawals, interest, overdraft, cheque book. |
| Which account? (1 to 2 marks) | Suggest a suitable account for a trader / salaried person / retired person. | Trader: current; regular saver: RD; lump sum: FD; household: savings. |
Tricks to remember Banking
Short memory aids. Say each one aloud once, then use it on a question the same day.
S-C-R-F
Savings for Self, Current for Commerce, Recurring for Regular, Fixed for a Fortune (lump sum).
Use it when: Matching accounts to users.
Deposits in, loans out
Primary functions are the two directions of money: in (deposits) and out (loans).
Use it when: Primary functions.
Agent or Assistant
Agency: the bank acts for you. Utility: the bank serves everyone.
Use it when: Secondary functions.
Banking: exam-level solved questions
Ordered from exam level to HOTS. Cover the solution, write your own, then compare step by step.
Example 1: Account for a trader · 1 mark · MCQExam level
Which account is most suitable for a business with many transactions every day?
(a) Savings account
(b) Current account
(c) Recurring deposit
(d) Fixed deposit
Try it first, then show the solutionSolution
- Unlimited transactions and overdraft: current account.
Answer: (b) Current account.
Example 2: Agency function · 1 mark · MCQExam level
Paying a customer's insurance premium every month on his instructions is a(n):
(a) primary function
(b) agency function
(c) general utility function
(d) lending function
Try it first, then show the solutionSolution
- The bank acts as the customer's agent.
Answer: (b) agency function.
Example 3: RD maturity · 2 marks · Short answerHarder exam level
Suppose Arjun deposits ₹2,000 per month for 24 months in a recurring deposit at 6% per annum simple interest. Find the interest and maturity value.
Try it first, then show the solutionSolution
- I = 2,000 × (24 × 25 ÷ 2) × 6 ÷ 1,200 = 2,000 × 300 × 6 ÷ 1,200 = ₹3,000.
- Maturity = 2,000 × 24 + 3,000 = 48,000 + 3,000 = ₹51,000.
Answer: Interest ₹3,000; maturity value ₹51,000.
Example 4: Overdraft advantage · 2 marks · Short answerHOTS / competency
A trader has an overdraft limit of ₹1,00,000 at 12% per annum and uses ₹40,000 for three months. Calculate the interest, and compare it with a loan of ₹1,00,000 for three months at the same rate.
Try it first, then show the solutionSolution
- Overdraft: 40,000 × 12 × 3 ÷ 1,200 = ₹1,200.
- Loan: 1,00,000 × 12 × 3 ÷ 1,200 = ₹3,000; the overdraft saves ₹1,800 because interest is only on the amount used.
Answer: Overdraft interest ₹1,200 against ₹3,000 on the loan: a saving of ₹1,800.
Example 5: Functions of commercial banks · 5 marks · Long answerHarder exam level
Explain the functions of commercial banks under the heads primary and secondary (five points).
Try it first, then show the solutionSolution
- Primary: accepting deposits in savings, current, RD and FD accounts.
- Primary: lending through loans, cash credit, overdraft and discounting of bills.
- Secondary (agency): collecting cheques, paying bills and premiums, buying and selling securities, remitting funds.
- Secondary (utility): lockers, ATMs and cards, internet and mobile banking.
- Secondary (utility): letters of credit, bank guarantees and foreign exchange.
Answer: Primary functions: (1) accepting deposits; (2) lending through loans, cash credit, overdrafts and bill discounting. Secondary functions: (3) agency services such as collecting cheques, paying bills and remitting money; (4) utility services such as lockers, ATMs, cards and digital banking; (5) letters of credit, guarantees and foreign exchange for traders.
Example 6: Four accounts compared · 5 marks · Long answerHarder exam level
Distinguish between savings, current, recurring and fixed deposit accounts on five bases.
Try it first, then show the solutionSolution
- Purpose: saving / business transactions / regular monthly saving / investing a lump sum.
- Deposits: any time / any time / fixed monthly / one lump sum.
- Withdrawals: any time with limits / unlimited / on maturity / on maturity.
- Interest: moderate / usually none / higher / highest.
- Overdraft and cheque book: no, yes / yes, yes / no, no / loan against FD, no.
Answer: Savings: for individual saving, deposits and withdrawals any time (with limits), moderate interest, cheque book, no overdraft. Current: for businesses, unlimited transactions, usually no interest, cheque book and overdraft. RD: fixed monthly deposits, withdrawal on maturity, higher interest, no cheque book. FD: one lump sum, withdrawal on maturity, highest interest, loans against FD.
Example 7: Advise the family · 5 marks · Long answerHOTS / competency
Suggest a suitable bank account for each, with a reason: (a) a shopkeeper who deposits and withdraws cash several times a day; (b) a student receiving pocket money and small scholarships; (c) a nurse who wants to save ₹3,000 every month for a scooter; (d) a retired teacher who has received ₹8,00,000 and wants steady interest.
Try it first, then show the solutionSolution
- (a) Current account: unlimited transactions and overdraft.
- (b) Savings account: small balances, interest, withdrawals when needed.
- (c) Recurring deposit: fixed monthly saving with interest for a goal.
- (d) Fixed deposit: a lump sum earning higher interest for a fixed period.
- Each choice matches the account's purpose and withdrawal rules to the person's needs.
Answer: (a) Current account; (b) savings account; (c) recurring deposit account; (d) fixed deposit account. Each matches the person's pattern of deposits and withdrawals: frequent (current), small and flexible (savings), regular monthly (RD), one lump sum (FD).
Case-study practice (Section B style)
Read the situation, then answer every part. In a school exam set on the board pattern this is a 9-mark question split into 2 + 2 + 5 marks.
The Verma family's banking
Suppose Mr Verma runs a hardware shop and needs to make and receive many payments daily; sometimes he needs more money than his balance for a few days. Mrs Verma, a teacher, gets her salary credited every month and wants to save ₹1,000 a month for her daughter's school trip next year. Their grandfather has ₹50,000 he will not need for two years. The family also keeps jewellery at the bank and has asked the bank to pay their electricity bill automatically every month.
(i) · 2 marks
Suggest suitable accounts for Mr Verma and the grandfather.
Answer
Answer: Mr Verma: current account (unlimited transactions, overdraft). Grandfather: fixed deposit (lump sum for two years, higher interest).
1 mark each.
(ii) · 2 marks
Classify the jewellery locker and the automatic bill payment as bank functions.
Answer
Answer: Locker: general utility function. Automatic bill payment: agency function (paying bills on the customer's standing instructions).
1 mark each.
(iii) · 5 marks
Suppose Mrs Verma opens a recurring deposit of ₹1,000 a month for 12 months at 6% per annum and the grandfather's FD pays 7% per annum simple interest for two years. Calculate the maturity value of each and explain why these accounts suit them.
Answer
Answer: RD: interest = 1,000 × 78 × 6 ÷ 1,200 = ₹390; maturity = 12,000 + 390 = ₹12,390. FD: interest = 50,000 × 7 × 2 ÷ 100 = ₹7,000; maturity = ₹57,000. The RD suits Mrs Verma because she has a regular salary and wants to save a fixed sum monthly for a goal; the FD suits the grandfather because he has a lump sum not needed for two years and earns a higher rate by locking it in.
1½ marks for RD calculation, 1½ marks for FD calculation, 2 marks for reasons.
Where the marks are
How a typical answer is split into step marks. Show every step: a right final answer alone rarely earns full marks.
Distinguish between a recurring deposit and a fixed deposit account. (2 marks) (2 marks)
| Step | Marks |
|---|---|
| RD: fixed amount every month for a fixed period. | 1 |
| FD: lump sum deposited once for a fixed period. | 1 |
Explain the functions of a commercial bank. (5 marks) (5 marks)
| Step | Marks |
|---|---|
| Accepting deposits, with types. | 1 |
| Lending: loans, cash credit, overdraft, discounting. | 1 |
| Agency functions, with examples. | 1 |
| General utility functions, with examples. | 1 |
| Correct primary/secondary classification. | 1 |
Where students lose marks in Banking
The slips examiners see most often, and what to write instead.
Mistake: Saying a current account pays high interest
Current accounts usually pay no interest; they are for convenience of transactions.
Do this: Current: no interest, unlimited transactions, overdraft.
Usually costs: 1 mark.
Mistake: Calling lockers an agency function
Lockers are a general utility service, not acting on the customer's behalf.
Do this: Agency = acting for the customer; utility = general services.
Usually costs: 1 mark.
Mistake: Distinguishing accounts with unmatched points
The syllabus asks for differences; each point must compare the same basis.
Wrong working
'Savings account pays interest. Current account has an overdraft.'
Right working
'Interest: savings pays interest; current usually pays none. Overdraft: not usually on savings; available on current.'
Do this: Use a table with bases in the first column.
Usually costs: Half the marks.
Mistake: Charging overdraft interest on the full limit
Interest is only on the amount actually overdrawn.
Do this: Use the amount used, not the limit.
Usually costs: The calculation mark.
Mistake: Using n instead of n(n + 1) ÷ 2 for RD interest
Each monthly instalment earns interest for a different number of months.
Do this: I = P × n(n + 1) ÷ 2 × r ÷ 1,200.
Usually costs: The calculation mark.
Practice questions on Banking
Write each answer on paper first. Open the hint only if you are stuck, and the answer only when you have finished.
Q1 · 1 mark · MCQExam level
Interest is usually NOT paid on a:
(a) savings account
(b) current account
(c) fixed deposit
(d) recurring depositHint
Business account.
Answer
(b) current account.
Q2 · 1 mark · MCQExam level
Which is a primary function of a commercial bank?
(a) Providing lockers
(b) Collecting cheques
(c) Accepting deposits
(d) Selling insuranceHint
Deposits and loans.
Answer
(c) Accepting deposits.
Q3 · 2 marks · Very short answerExam level
What is a savings account? Who usually opens it?
Hint
Encourage saving.
Answer
A savings account is a deposit account that encourages individuals to save; it pays interest and allows deposits and withdrawals at any time, with some limits. It is usually opened by individuals such as salaried people, students and pensioners.
Q4 · 2 marks · Very short answerExam level
What is cash credit?
Hint
Limit against security.
Answer
Cash credit is an arrangement by which a bank allows a borrower to withdraw money up to a limit against security such as stock, and charges interest only on the amount actually used.
Q5 · 2 marks · Very short answerHarder exam level
Why is the rate of interest on a fixed deposit higher than on a savings account?
Hint
Bank can use the money longer.
Answer
Because FD money stays with the bank for a fixed period and cannot be withdrawn at will, the bank can lend it for longer and plan its use, so it pays a higher rate; savings deposits can be withdrawn any time.
Q6 · 2 marks · Short answerHarder exam level
Distinguish between agency functions and general utility functions with one example each.
Hint
For a customer versus for everyone.
Answer
Agency functions are done on behalf of a customer as his agent, e.g. paying his insurance premium under standing instructions. General utility functions are services offered generally, e.g. safe deposit lockers or ATMs.
Q7 · 2 marks · Short answerHarder exam level
Suppose ₹20,000 is kept in a savings account for one year at 3% per annum simple interest. Find the interest. How much more would a fixed deposit at 7% earn on the same sum for the same year?
Hint
SI = PRT ÷ 100.
Answer
Savings: 20,000 × 3 × 1 ÷ 100 = ₹600. FD: 20,000 × 7 ÷ 100 = ₹1,400; ₹800 more.
Q8 · 2 marks · Short answerHOTS / competency
A depositor breaks a two-year FD of ₹50,000 after one year and receives interest at 6% instead of the agreed 7%. How much interest does he get, and what does this show about fixed deposits?
Hint
One year at 6%.
Answer
50,000 × 6 × 1 ÷ 100 = ₹3,000 (instead of ₹3,500 for one year at 7%). It shows that FD money is meant to stay until maturity; premature withdrawal attracts a penalty in the form of lower interest.
Q9 · 5 marks · Long answerHOTS / competency
'Commercial banks are the link between savers and investors.' Explain with reference to their primary functions and the types of deposit accounts.
Hint
Collect and lend.
Answer
Banks collect savings from many households through savings, recurring and fixed deposit accounts, and business funds through current accounts; each suits a different saver, so even small sums are gathered. These pooled funds are lent to farmers, traders and industries as loans, cash credit, overdrafts and bill discounting, financing investment and trade. The interest paid to depositors rewards saving and the interest charged to borrowers earns the bank's profit. In this way banks turn idle savings into productive investment.
Test your recall
Answer in your head or on paper first, then open the card. Pulling an answer out of memory makes it stick far better than re-reading.
1.Two primary functions of a commercial bank?Show answer
Accepting deposits; granting loans and advances.
2.Which account is best for a trader?Show answer
Current account.
3.Which account involves monthly instalments?Show answer
Recurring deposit.
4.What is an overdraft?Show answer
Permission to withdraw more than the balance in a current account up to a limit; interest on the amount used.
5.Is a locker an agency or utility function?Show answer
General utility function.
Best order to study it
- Meaning of a commercial bank and its profit.
- Primary functions: deposits and lending forms.
- Secondary functions: agency and general utility.
- Savings and current accounts.
- Recurring and fixed deposits; the comparison table.
Quick revision checklist
The night before the exam: can you do each of these without looking?
- Commercial bank: accepts deposits, lends for profit; regulated by the RBI.
- Primary: deposits; loans, cash credit, overdraft, discounting bills.
- Agency: collect cheques, pay bills, buy and sell securities, remit funds.
- Utility: lockers, ATMs and cards, digital banking, letters of credit, foreign exchange.
- Savings: individuals, interest, flexible withdrawals.
- Current: businesses, unlimited transactions, no interest, overdraft.
- RD: fixed monthly deposit, fixed period, interest on maturity.
- FD: lump sum, fixed period, highest interest, penalty on early closure.
Banking: frequently asked questions
Do I need current bank interest rates?
No. The syllabus asks for meaning and differences. Rates change and differ between banks; exam numericals give the rate.
Can a savings account have an overdraft?
Usually not; overdraft is a feature of current accounts. Some banks offer special arrangements, but for exams treat overdraft as a current account facility.
Is internet banking in this chapter?
Digital services are part of the general utility functions; internet banking is studied in detail in Class X.
Based on: CISCE ICSE 2028 Commercial Studies (63) syllabus (Classes IX and X); CISCE Regulations for ICSE Examination Year 2028