Unit vocabulary

Every term taught in the unit, lesson by lesson, with the photos and diagrams the lessons use to show them.

Earning money (Lessons 1–3)

Lesson 1 · Ways of earning money

  • income Money a person receives, for example from working
  • wage Pay worked out as hours worked × hourly rate also Lesson 2
  • hourly rate The amount paid for each hour of work also Lesson 2
  • salary A set amount of pay for a year, paid in equal parts (for example weekly or monthly)
  • per annum (p.a.) Per year also Lesson 3
  • commission Pay that is a percentage of the value of what a person sells
  • retainer A set amount paid each week on top of commission, whatever the sales
  • piecework Pay for each item produced or each task completed
  • royalty A payment to the creator of a book, song or other work each time it is sold or used
wage
wage
salary
salary
commission
commission
piecework
piecework
royalty
royalty

Photo credits:

Lesson 2 · Overtime and penalty rates

  • shift One block of hours worked in a day
  • overtime Hours worked beyond a worker's normal hours, usually paid at a higher rate
  • penalty rate A higher rate paid for working at times such as weekends, public holidays or late at night
  • multiplier The number the base rate is multiplied by, for example × 1.5 or × 2
  • time and a half Base rate × 1.5
  • double time Base rate × 2
  • public holiday An official holiday, for example Christmas Day, when penalty rates usually apply
  • pay guide A Fair Work Ombudsman summary of the minimum pay rates in an award
Time and a half and double time compared with the base rate

Lesson 3 · Gross to take-home pay

  • gross pay Pay before any tax is taken out
  • net pay (take-home pay) Pay left after tax and other deductions are taken out
  • fortnight Two weeks
  • PAYG withholding Pay As You Go: the employer takes some tax out of each pay and sends it to the ATO
  • tax withheld The amount of tax taken out of one pay
  • tax-free threshold For most Australian residents, the first $18,200 of yearly income, on which no income tax is paid. Claiming it means less tax is taken out of each pay
  • annual leave Paid time off work. Full-time and part-time employees get 4 weeks a year, but casual employees do not
  • leave loading An extra payment during annual leave, worked out as a percentage of normal pay (17.5% in the General Retail Industry Award)
annual leave
annual leave
Gross pay split into net pay and tax withheldPart of the ATO weekly tax table with the $575 row highlighted

Photo credits:

  • Tax table: extract from NAT 1005 (Australian Taxation Office, 2026a), with the $575 row highlighted. The ATO allows its material to be copied and adapted.
  • annual leave: "Sun loungers" by Ed.ward, CC BY-SA 2.0. https://www.flickr.com/photos/44423341@N00/5478649673

Simple interest (Lessons 4–6)

Lesson 4 · The simple interest formula

  • principal (P) The original amount invested. For Ella, P = $1000.
  • simple interest (I) Interest calculated on the original principal for the whole stated period.
  • interest rate (r) Interest per period as a proportion of the principal. 5% p.a. is r = 0.05 per year.
  • per annum (p.a.) Per year. Match n to years when the rate is annual.
  • time (n) The number of periods for the quoted rate. With an annual rate, 18 months is n = 1.5 years.
  • total amount (A) The principal plus accumulated interest: A = P + I.
Money bar: principal P $1000 plus interest I $150 makes the total amount A = P + I = $1150Timeline from 0 to 24 months, with 18 months marked as 18 ÷ 12 = 1.5 years

Lesson 5 · Applying simple interest

  • unknown quantity A value not yet given, such as r or n.
  • substitute Replace a symbol with its known value, using compatible units.
  • inverse operation An operation that undoes another. Division undoes multiplication.
  • verify Substitute the solution into the original rule to check it gives the stated interest.
  • coordinate (n, A) An ordered pair giving time first and total amount second.
  • linear relationship A relationship with a constant change in amount for equal changes in time. Its graph is a straight line.
Inverse-operation example: 150 = 10000r, divide both sides by 10000, so r = 0.015 = 1.5% p.a.Amount graph A = 2000 + 120n showing coordinates (time n, total amount A) on a straight line

Lesson 6 · Tables and graphs

  • initial value The amount when n = 0. For an amount graph, it is the principal P.
  • gradient / rate of change Change in amount divided by change in time. With n in years, the unit is dollars per year.
  • linear The amount changes by equal increments for equal time intervals, so the graph is a straight line.
  • coefficient of n The number multiplying n. In A = 2000 + 120n, 120 is the yearly dollar increase Pr.
  • representation A way to show a relationship, such as a rule, table or graph.
  • annual percentage rate The yearly interest as a percentage of the principal. It differs from the dollar increase Pr.
Annotated graph of A = 2000 + 120n: initial value $2000 and a gradient of $120 per year

Spending money (Lessons 7–9)

Lesson 7 · Paying over time

  • cash price Price paid for the item outright.
  • deposit Initial amount paid before the later repayments.
  • instalment / repayment One scheduled payment.
  • duration How long the payment plan lasts.
  • repayment total Sum of the scheduled repayments, excluding the initial deposit in these offers.
  • total paid Deposit plus all repayments and any separately stated charges.
  • additional cost Total paid minus cash price.
  • affordability Whether a person can meet payments while covering other needs and commitments.
Timeline of a deposit followed by 12 monthly repayments (Task 7B)

Lesson 8 · Buy now, pay later

  • BNPL A payment arrangement that divides a purchase into scheduled payments.
  • interest-free No interest is charged under the stated conditions; other charges may still apply.
  • account charge A separately stated charge for the payment arrangement.
  • late fee An additional charge when a specified payment is late.
  • payment schedule The dates and amounts of required payments.
  • conditional total Total for a stated scenario, such as exactly one late payment.
Buy now, pay later schedule of four payments with an account charge (Task 8B)

Lesson 9 · Short-term loans

  • principal Original amount borrowed in these offers.
  • establishment fee One-off charge for setting up the loan.
  • fee basis The amount on which a percentage fee is calculated.
  • loan term Time over which the loan is repaid.
  • total repaid All payments returned to the lender, including stated charges.
  • borrowing cost Total repaid minus the amount borrowed.
  • repayment ceiling A stated maximum payment; it does not by itself establish affordability.
Total repaid equals the principal plus the fees (Task 9B)