Mathematical
Literacy
NQF 4
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Mathematical Literacy Level 4 Module 6
Level 4 Mathematical Literacy study guide, 40 pages. Read online or get the free PDF download.
Subject: Mathematical LiteracyMultiple grades40 pages
Mathematical Literacy. Study guide, 40 pages. Read online or download the PDF.
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- Mathematical Literacy
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- TVET
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Managing finance: How
does a business work?
Module 6
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Overview
6.1 Financial concepts relating to employees
6.2 Concepts and methods for business finance
6.3 Income and funds received
6.4 Expenditure
6.5 Interest received on savings and investments
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Financial concepts relating to
employees
Unit 6.1
New concepts and words
Gross earnings income before any deductions
Nett earnings your take-home pay
Deductions the money deducted from your gross earnings
Tax bracket the grouping of tax rates
Rebates money refunded against tax owed
the amount of money on which the tax payable is
Taxable income
calculated
SARS tax pocket a small booklet that summarises all information
guide pertaining to income tax.
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Financial concepts relating to
employees
Unit 6.1
New concepts and words
The tax certificate issued by employers to their
IRP5 employees detailing all income and deductions for the
entire tax year.
If you earn above a certain income you need to submit
Employee tax
an income tax return (IT12 form). This can be done
forms online.
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Financial concepts relating to
employees
Unit 6.1
Payslip
It is a legal document issued by an employer to an employee that
displays the details of the monthly income and deductions.
It includes:
• Income earned from all sources (Basic income, commission,
bonuses, etc)
• Deductions
• Nett income received.
Tax rates ”
These are the rates that are determined by the Minister of Finance
annually of how much tax must be deducted from income earned.
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”
Tax rates and tax tables
Unit 6.1
INCOME TAX: INDIVIDUALS AND TRUSTS
Tax rates for the period from 1 March 2017 to 28 February 2018
Individuals and special trusts
Taxable income (R) Rate of tax (R)
0 – 189 880 18% of taxable income
189 881 – 296 540 34 178 + 26% of taxable income above 189 880
296 541 – 410 460 61 910 + 31% of taxable income above 296 540
410 461 – 555 600 97 225 + 36% of taxable income above 410 460
555 601 – 708 310 149 475 + 39% of taxable income above 555 600
708 311 – 1 500 000 209 032 + 41% of taxable income above 708 310
1 500 001 and above 533 625 + 45% of taxable income above 1 500 000
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Example 6.1 page 129
Unit 6.1
Refer to the tax table to answer the questions about these
documents:
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Example 6.1 page 129
Unit 6.1
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Example 6.1 page 129
Unit 6.1
1.
a) Mr Sindawe’s annual salary includes his basic
earnings and his commission. Assume that he earns
the same commission every month on average.
Calculate Mr Sindawe’s annual salary.
b) What tax bracket would he fall into?
2.
a) Explain why his UIF contribution is R148,72 which is
less than 1% of his salary.
b) If you were Mr Sindawe’s employer, how much UIF
would you pay to SARS on his behalf? Give a reason
for your answer.
3. Explain how the business used Mr Sindawe’s travel claim
document when preparing his salary.
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Example 6.1 page 129
Unit 6.2
1.
a) Monthly salary = 17 500 + 9 875 = R27 375
Annual salary: (27 375 × 12) = R328 500
b) He would fall into the tax bracket
296 541 – 410 460
2.
a) He earns more than R14 872 per month, so he
pays the maximum contribution amount.
b) R148,72 × 2 = R297,44. The employer contributes
an equal amount to the fund as the employee.
3. The travel claim document is given to the person
preparing the salary. The travel claim amount is
included in Mr Sindawe’s monthly salary.
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Exercise 6.1
Unit 6.1
Complete Exercise 6.1 on page 130 of your Student’s Book
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Concepts and methods for
business
Unit 6.2
finance
Having access to finance is vital for any business and the method of
financing is usually determined by the purpose of the finance.
• Short-term credit – loans, overdrafts and credit cards
• Vehicle Finance
• Property finance
• Trading on the stock market
• Sponsorships
• Rental income
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Example 6.2 page 131
Unit 6.2
Speedy Plumbing Fix won a tender to install new toilets
in a public hospital.
• Before they could start the job, they needed to buy
equipment that costs R150 000.
• They made a loan from the bank. The loan
agreement stated that the loan period was one year,
with interest charged at 10,5% per year.
• Use the amortisation table to answer the questions
that follow.
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Amortisation table
Unit 6.2
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Example 6.2 page 131
Unit 6.2
1. What was the monthly payment?
2. Calculate the percentage of the monthly payment that
was interest, for:
a) May 2018
b) January 2019
1. Explain why the interest portion was less in January
2019 than in May 2018.
2. How much interest was paid in total over the loan
period?
3. The profit that Speedy Plumbing Fix made on the tender
was R240 000. Was it a good financial decision to make
the loan? Give a reason for your answer.
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Example 6.2 page 131
Unit 6.2
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Example 6.3 page 132
Unit 6.2
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Property Finance
Unit 6.2
Buying property is a huge financial commitment.
• Property is a good investment - value of property increases over time.
• Property can be rented out and be a source of income.
As with all investments, buying a property also involves costs. The
following costs are usually involved:
• A deposit is usually always required and can be as high as 25% of the
selling price of the property.
• 2% – 3% of the loan amount for administrative costs
• A reserve of six monthly bond repayments is also required as security in
the event of cash flow problems
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Example 6.5 page 133
Unit 6.2
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Exercise 6.2
Unit 6.2
Complete Exercise 6.2 on page 135 of your Student’s Book
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Income and funds received
Unit 6.3
• Income is money that is received usually for goods sold or services
rendered.
• However, some organisations also receive money from Donations,
Grants and Sponsorships, e.g. Non-profit organisations
• Sponsorships are contributions that are usually for a fixed period and
are usually a source of marketing for the company.
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Example 6.6 page 139
Unit 6.3
A national non-profit organisation that works to
rehabilitate drug users depends on donations to fund its
work. A beverage company donated R2,8 million to the
NPO towards the building of a clinic in Mokopane.
a) The budget for the new clinic is R8 750 000. What
percentage of the budget is still outstanding?
b) A motor dealer donates a car to the organisation.
They decide to raffle the car to raise more funds .
Raffle tickets cost R50 each. How many raffle tickets
should they sell if they hope to raise R1,5 million
from the raffle?
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Example 6.6 page 139
Unit 6.3
c) A cellular phone company decides to sponsor the
recreation room in the clinic.
i. What benefits will the cell phone company gain
from the sponsorship? Explain.
ii. What benefits will the NPO gain?
iii. A tobacco company offers to sponsor the out-
patients facility at the clinic. Give a reason why
the NPO might decide not to accept the
sponsorship.
d) The Department of Health agrees to issue a grant
for the outstanding funds.
If the cost of the recreation room was R1,2 million,
how much would the grant be worth?
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Example 6.6 page 139
Unit 6.3
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Example 6.6 page 139
Unit 6.3
c)
ii. The sponsor would cover all costs.
iii. The company fights drug addiction and
tobacco is an addictive drug. There is a conflict
of interest.
d) R8,75 million – (R2,8 + R1,5 + R1,2) million
= R3,25 million
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Income from property rental
Unit 6.3
• Investing in property can be a profitable source of income.
• The rental on commercial property is calculated by the size and area of
the floor space.
• Small shops pay proportionately less rent than bigger supermarkets.
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Exercise 6.3
Unit 6.3
Complete Exercise 6.3 on page 139 of your Student’s Book
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Expenditure
Unit 6.4
Expenditure refers to all funds that are paid out by the business.
Sound financial management requires good record keeping and this
ensures that expenditure remains controlled.
We distinguish between two types of expenditure:
• Fixed expenditure which remains the same every month
• Variable expenditure which varies every month
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Example 6.7 page 141
Unit 6.4
A supermarket chain has the following expenses from all
its stores, as well as its head office, for one month:
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Example 6.7 page 141
Unit 6.4
1. Explain why the cost of commission is a variable
expense.
2. List two other variable expenses and three fixed
expenses.
3. Income from sales for the month is R2 981 655 845.
If the stock that was sold in the month cost
R1 988 871 334,85, has the company made a profit
for the month? Support your answer with relevant
calculations.
4. Explain why vehicle insurance is a fixed expense, but
stock insurance is a variable expense.
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Example 6.7 page 141
Unit 6.4
1. The commission amount depends on the sales
amount. This amount varies from month to month.
2. Fixed expenses: salaries, rent, vehicle insurance
Variable expenses: telecommunications, municipal
bills, taxes and levies, insurance on stock and
buildings, and bank fees (any two)
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Example 6.7 page 141
Unit 6.4
3. Profit = income – expenses
= R2 981 655 845,00 – (R20 904 198,46
+ R1 988 871 334,85)
= R971 880 311,69
The company made a profit of nearly 1 billion rand
for the month.
4. For vehicles, the cost of insurance is fixed for the
year. The value of stock in a company changes
from month to month as some stock is sold and
new stock is bought. The cost of insurance
depends on the value of the stock.
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Exercise 6.4
Unit 6.4
Complete Exercise 6.4 on page 142 of your Student’s Book
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Interest received on savings and
investments
Unit 6.5
• Interest is the reward for making an investment. Choosing the best
type of savings and investment plan is very important.
• We have short term, medium term and long term financial goals and
each term requires a different investment or savings vehicle.
• The younger you start saving, the larger your retirement capital.
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Example 6.8 page 142
Unit 6.5
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Exercise 6.5
Unit 6.5
Complete Exercise 6.5 on page 144 of your Student’s Book
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VIDEO: Application in the
Workplace
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Module assessment
Module 6
Complete Module assessment on page 146 of your Student’s Book
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