Mathematical
Literacy
NQF 2
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Mathematical Literacy Level 2 Module 11
Level 2 Mathematical Literacy study guide, 29 pages. Read online or get the free PDF download.
Subject: Mathematical LiteracyMultiple grades29 pages
Mathematical Literacy. Study guide, 29 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
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- Multiple grades
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- Curriculum
- TVET
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Reading and interpreting
bank information
Module 11
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Overview
11.1 Bank accounts for personal use
11.2 Read and interpret bank statements and fees
brochures
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Maths Lit NQF Level 2
Reading and interpreting bank
information Which bank?
Unit 11.1 What type of
account?
Choosing a bank
• Does the bank have an account
type and services suited to my
needs?
• Does the bank have a branch close
by that I can access easily?
• Are there ATMs close enough for
my purposes?
• Are the banking charges and
information about how to keep the
banking fees low clearly stated?
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Types of bank accounts
Unit 11.1
• The type of account you choose is based on:
1 The fees and charges
2 The minimum and maximum balances
3 The types of transactions available on the account type.
• There are basically two types of transactional account available today.
• Current or Cheque account and Savings account
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Transactional bank accounts
Unit 11.1
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Maths Lit NQF Level 2
Transactional bank accounts
Unit 11.1
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Maths Lit NQF Level 2
Transactional bank accounts
Unit 11.1
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Maths Lit NQF Level 2
Transactional bank accounts
Unit 11.1
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Debit card
Unit 11.1
Description
A debit card is usually issued for any transactional account.
The cardholder can withdraw money at an ATM or at the till at
most supermarkets.
”
• It is linked to your cheque or savings account and the amount swiped or
withdrawn is deducted immediately from the account to which the card
is linked.
Note:
The debit card must not be confused with a credit card.
They are two different types of transaction cards.
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Credit card account
Unit 11.1
Description
This account is often opened as an additional benefit to a cheque
account. The amount of credit granted depends on the risk profile
of the account holder.
• All purchases made on a credit card account become debt owed.
”
• The interest payable is much higher than for some other forms of credit.
• The amount owing is repayable over six or twelve months, which makes
the account expensive to maintain.
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Case study
Unit 11.1
Complete Case study on page 208 of your Student’s Book
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What you need to open a bank
account
Unit 11.1
This is part of an
application form for a
bank account.
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What you need to open a bank
account
Unit 11.1
• The Financial Intelligence Centre Act, 38 of 2001, abbreviated to
“FICA” requires every person opening a bank account to provide the
bank with:
i. a bar-coded Identity document
ii. proof of residence
iii. a source of primary income, e.g. salary, rental income, etc.
• FICA regulations are necessary to prevent money laundering (the abuse
of financial systems to hide or disguise the proceeds of crime).
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Banking forms
Unit 11.1
• Most banking today takes place via the internet and ATMs. There is not
much need for bank forms.
• Cheques will soon become a thing of the past. Some companies do not
accept cheques anymore.
• A cheque is only valid for a limited time period and once expired is
referred to as being stale and no longer valid.
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Cheques
Unit 11.1
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The deposit slip
Unit 11.1
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Example 11.1 page 212
Unit 11.1
Carl Pieterse works for Sterling Plumbers. The company has
an account with SB Bank, Rosettenville Branch. The branch
code is 53111 and the account number is 98445522100.
On 23 August 2017 his employer sends him to the bank to
do some deposits. He deposits the following:
• 8 × R100 notes, 3 × R50 notes, 2 × R20 notes, 7 × R5
coins, 14 × R2 coins, 30 × 20c coins, 5 × 10c coins
• A cheque for R544,60 from Pioneer Bank Clerewood
branch, in the name of M. Mbabane.
• A cheque for R1 744,50 from Savvy Bank in the name of
P. Toerien.
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Example 11.1 page 212 continued ...
Unit 11.1
• Use this information to complete the deposit slip
provided. Write down what you would fill in for A–S.
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Example 11.1 page 212 continued ...
Unit 11.1
A. Sterling Plumbers
B. 53111
C. 98445522100 D.
D. Pieterse
E. (8 × R100 notes) + (3 × R50 notes) + (2 × R20 notes)
= R800 + R150 + R40 = R990
(7 × R5 coins) + (14 × R2 coins) + (30 × 20c coins)
+ (5 × 10c coins) = R35 + R28 + R6 + R0,50
F. R69 G. 50c H. R1 059
I. 50c J. M. Mbabane K. Pioneer Bank
L. 544 M. 60c N. P. Toerien
O. Savvy Bank P. 1 744 Q. 50c
R. R2 289,10 S. R3 348,60
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Exercise 11.1
Unit 11.1
Complete Exercise 11.1 on page 213 of your Student’s Book
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Read and interpret bank
statements
Unit 11.2
and fees brochures
A bank statement is a record of all transactions on a bank account.
Internet banking and EFTs (electronic funds transfer) are recorded online,
so banks only issue statements when you ask.
Most bank statements have the same format:
• Transaction date
• Type of transaction
• Description of transaction
• Credit transaction
• Debit transaction
• Balance on the account after each transaction.
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Example 11.2 page 214
Unit 11.2
• Petrus printed out this bank statement from the internet.
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Example 11.2 page 214 continued ...
Unit 11.2
a) At which branch does Petrus bank?
b) Write down the branch code he uses on transactions.
c) For which dates did Petrus request a statement? Name
the opening and closing dates of the statement.
d) Explain what the debits are.
e) The opening balance is not given on this statement.
Calculate what it would have been.
f) How much did Petrus pay in banking charges this
month?
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Example 11.2 page 214 continued ...
Unit 11.2
a) Epping Heights branch
b) Branch code 5643
c) The transactions are from 31 August 2018 to 15 September
2018.
d) The debits are all the amounts that were paid to other people
or businesses. The account was debited each time.
e) R1 020 – R1 000 = R20. The opening balance would have been
R20.
f) R28
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Bank fees
Unit 11.2
• Banks charge their clients for all services.
• Some banks have a high monthly charge and do not charge for individual
transactions. Other banks have a low monthly charge, but charge for
individual transactions.
• A good way to save is to always use your own bank’s ATM machines. All
banks charge more when you use a different bank’s ATM.
• Different types of bank accounts also have different charge structures.
• You can use an independent online website to compare the fees of
different banks.
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Exercise 11.2
Unit 11.2
Complete Exercise 11.2 on page 215 of your Student’s Book
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Module assessment
Module 11
Complete Module assessment on page 218 of your Student’s Book.
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