Wages and salaries
Wages
IIf you are paid on a daily/weekly basis or if your pay is calculated on the number of hours you work, you are said to receive a wage. Most people on a wage are paid at a set rate for the hours they are employed. If they work more, they might be paid a higher rate. This is called overtime.
Example
Question
How much will a manager get paid if they are contracted to work a 40-hour week but work 48 hours instead (excluding Sunday)?
Solution
40 hours at normal rate: 40 × £13.50 = £540
Overtime hourly pay = 1.5 × £13.50 = £20.25
Eight hours at overtime rate: 8 × £20.25 = £162
Total wage = £540 + £162 = £702
Question
Using the same table, what would be the total wage of a warehouse assistant if they work a 40-hour week plus eight hours on the Saturday plus four hours on the Sunday?
40 × £9.20 = £368
Saturday overtime £9.20 × 1.5 = £13.80
8 × £13.30 = £110.40
Sunday overtime £9.20 × 2 = £18.40
4 × £18.40 = £73.60
Total wage = £368 + £110.40 + £73.60 = £552
Salaries
A salary is a fixed regular payment which is usually paid monthly to people in professional jobs, eg teachers, doctors, civil servants. The salary is a fixed amount every year and doesn’t change no matter how many hours you work.
Example
Here is a table of teaching salaries with two figures missing. For the next five years the government has frozen pay rises to 1%. Fill in the table of the missing salary amounts for M1 second year and M4 first year.
| Salary scale | Current year | First year | Second year |
| M1 | £22,023 | £22,243.23 | £?????? |
| M2 | £23,764 | £24,001.64 | £24,241.66 |
| M3 | £25,675 | £25,931.75 | £26,191.07 |
| M4 | £27,650 | £???????? | £28,205.77 |
| M5 | £29,829 | £30,127.29 | £30,428.56 |
| M6 | £32,187 | £32,508.87 | £32,833.96 |
| Salary scale | M1 |
|---|---|
| Current year | £22,023 |
| First year | £22,243.23 |
| Second year | £?????? |
| Salary scale | M2 |
|---|---|
| Current year | £23,764 |
| First year | £24,001.64 |
| Second year | £24,241.66 |
| Salary scale | M3 |
|---|---|
| Current year | £25,675 |
| First year | £25,931.75 |
| Second year | £26,191.07 |
| Salary scale | M4 |
|---|---|
| Current year | £27,650 |
| First year | £???????? |
| Second year | £28,205.77 |
| Salary scale | M5 |
|---|---|
| Current year | £29,829 |
| First year | £30,127.29 |
| Second year | £30,428.56 |
| Salary scale | M6 |
|---|---|
| Current year | £32,187 |
| First year | £32,508.87 |
| Second year | £32,833.96 |
M1 salary in second year
The salary needs to increase by 1%, to find 1% divide by 100.
Find 1% of previous salary:
£22,243.23 ÷ 100 = 222.4323
Then add it on to the previous salary:
£22,243.23 + 222.4323 = £22,465.66 (to the nearest penny).
M4 salary in first year
Find 1% of previous salary:
£27,650 ÷ 100 = 276.50
Then add it on to the previous salary:
£27,650 + 276.5 = £27,926.50
| Salary scale | Current year | First year | Second year |
| M1 | £22,023 | £22,243.23 | £22,465.66 |
| M2 | £23,764 | £24,001.64 | £24,241.66 |
| M3 | £25,675 | £25,931.75 | £26,191.07 |
| M4 | £27,650 | £27,926.50 | £28,205.77 |
| M5 | £29,829 | £30,127.29 | £30,428.56 |
| M6 | £32,187 | £32,508.87 | £32,833.96 |
| Salary scale | M1 |
|---|---|
| Current year | £22,023 |
| First year | £22,243.23 |
| Second year | £22,465.66 |
| Salary scale | M2 |
|---|---|
| Current year | £23,764 |
| First year | £24,001.64 |
| Second year | £24,241.66 |
| Salary scale | M3 |
|---|---|
| Current year | £25,675 |
| First year | £25,931.75 |
| Second year | £26,191.07 |
| Salary scale | M4 |
|---|---|
| Current year | £27,650 |
| First year | £27,926.50 |
| Second year | £28,205.77 |
| Salary scale | M5 |
|---|---|
| Current year | £29,829 |
| First year | £30,127.29 |
| Second year | £30,428.56 |
| Salary scale | M6 |
|---|---|
| Current year | £32,187 |
| First year | £32,508.87 |
| Second year | £32,833.96 |
Question
Carwyn is an Events Manager. His starting salary is £25,000. Each year his company increases his salary according to the scale below.
- For the first three years £500 increment at the end of the year.
- For the next three years £600 increment at the end of the year.
- For the following two years £700 increment at the end of the year.
Fill in the following table to find Carwyn’s salary after 7 years.
| Year | Salary |
| End of Year 1 | |
| End of Year 2 | |
| End of Year 3 | |
| End of Year 4 | |
| End of Year 5 | |
| End of Year 6 | |
| End of Year 7 |
| Year | End of Year 1 |
|---|---|
| Salary |
| Year | End of Year 2 |
|---|---|
| Salary |
| Year | End of Year 3 |
|---|---|
| Salary |
| Year | End of Year 4 |
|---|---|
| Salary |
| Year | End of Year 5 |
|---|---|
| Salary |
| Year | End of Year 6 |
|---|---|
| Salary |
| Year | End of Year 7 |
|---|---|
| Salary |
| Year | Salary |
| End of Year 1 | £25,000 + 500 = £25,500 |
| End of Year 2 | £25,500 + 500 = £26,000 |
| End of Year 3 | £26,000 + 500 = £26,500 |
| End of Year 4 | £26,500 + 600 = £27,100 |
| End of Year 5 | £27,100 + 600 = £27,700 |
| End of Year 6 | £27,700 + 600 = £28,300 |
| End of Year 7 | £28,300 + 700 = £29,000 |
| Year | End of Year 1 |
|---|---|
| Salary | £25,000 + 500 = £25,500 |
| Year | End of Year 2 |
|---|---|
| Salary | £25,500 + 500 = £26,000 |
| Year | End of Year 3 |
|---|---|
| Salary | £26,000 + 500 = £26,500 |
| Year | End of Year 4 |
|---|---|
| Salary | £26,500 + 600 = £27,100 |
| Year | End of Year 5 |
|---|---|
| Salary | £27,100 + 600 = £27,700 |
| Year | End of Year 6 |
|---|---|
| Salary | £27,700 + 600 = £28,300 |
| Year | End of Year 7 |
|---|---|
| Salary | £28,300 + 700 = £29,000 |