If the organisation's practice line is a straight line, then the formula for the
line has the following form:
Salary = job points multiplied by the slope of the practice line, plus a fixed value.
The procedure for calculating the line of best fit to the company data (the practice line) yields two figures: the slope of the line, and the fixed value.
In our example these two figures are:
Slope = $130.58c per point Fixed value = $17,043
Which gives, for our sample company, the practice line formula:
Salary = job points multiplied by $130.58c, plus $17,043
Using this formula we can calculate the practice line salary (deemed to be the competent performance salary) for any job size in our sample company. Take a job of size 500 points for example. Applying our practice line formula we have:
Salary = 500 multiplied by $130.58c, plus $17,043
Which equals $82,333.
From Table 1 we see that Job D, with 500 points, is paid $85,000. This is just above the practice line value of $82,333, as also shown on Chart 2.
The ratio of actual pay for a job relative to the practice line
level of pay for the job (i.e. fully competent level of pay for the job), expressed
as a percentage, is called the compa-ratio for the job. In this particular example,
Job D, it is:
$85,000 divided by $82,333
Which, expressed as a percentage, equals 103%.
Hence the compa-ratio for Job D is 103%.
The compa-ratios for all six jobs in our sample company are as
follows:
Table 2
| Job |
Job Points |
Practice Line Salary (Job Points x $130.58c plus $17,043 |
Actual Salary |
Compa-ratio(%) Actual Salary divided by Practice Line Salary |
| A |
1,200 |
173,739 |
170,000 |
98 |
| B |
900 |
134,565 |
150,000 |
111 |
| C |
750 |
114,978 |
100,000 |
87 |
| D |
500 |
82,333 |
85,000 |
103 |
| E |
300 |
56,217 |
60,000 |
107 |
| F |
200 |
43,159 |
40,000 |
93 |
Copyright (c) 2006 National Remuneration Centre