| Course | MHRM 6601 Benefits, Compensation, and Resource Allocation |
|---|---|
| Week | Week 4 |
| Paper type | Pay structure |
| Length | About 800 words, 5 pages |
| Format | APA 7 student paper |
| School | Walden University |
| Program | MS in Human Resource Management |
| Updated | October 2026 |
Free sample paper for MHRM 6601 Week 4
Eight Grades for Stone Arch Credit Union: Midpoints From the Market Line, Range Spread That Widens With Level, Steady Midpoint Progression and the Cost of Bringing Everyone Inside
Student Name
Walden University
MHRM 6601: Benefits, Compensation, and Resource Allocation
Instructor Name
Month Day, Year
Eight Grades for Stone Arch Credit Union: Midpoints From the Market Line, Range Spread That Widens With Level, Steady Midpoint Progression and the Cost of Bringing Everyone Inside
From Points to Grades
This paper turns the point-factor evaluation and market analysis from earlier weeks into a pay structure that payroll can use at Stone Arch, the cooperative lender whose pay the course has been rebuilding. Jobs were grouped into eight grades by their evaluated points, with grade boundaries drawn where natural gaps appeared in the scores. Grade 1 holds jobs below 350 points, such as teller and contact center representative; grade 8 holds jobs above 880, which at present means the branch manager. Each grade also contains non-benchmark jobs, such as loan processor and senior teller, slotted by their own point scores.
Setting Midpoints
The midpoint of each range was set from a market line: a curve fitted through the aged market medians of the eight benchmark jobs plotted against their points. A straight line overstated pay in the middle grades, where the market rises more slowly, so an exponential curve was used instead; it fit the benchmark data more closely (Milkovich et al., 2020). Midpoints were then smoothed so that each is about 11.5 percent above the one below. Steady progression matters because uneven gaps make some promotions worth far more than others for reasons nobody can explain. The smoothed midpoints stay within 2 percent of the market line in every grade, close enough that no grade is meaningfully above or below the market the board chose to match.
Range Spread
Range spread, the distance from minimum to maximum, is 30 percent in grades 1 to 3, 40 percent in grades 4 to 6 and 50 percent in grades 7 and 8. A teller reaches full competence in months; a mortgage originator or branch manager takes years, and the difference between an average and an excellent performer in those jobs is larger. Wider ranges give room to pay for that difference. Bloom (1999) found that large pay differences among people doing interdependent work can harm performance, which argues against very wide ranges in the branch grades, where tellers and representatives depend on each other.
The Structure
Adjacent ranges overlap, as they should in a structure this compressed: a strong performer in grade 4 can earn more than a new hire in grade 5. That overlap keeps a promotion from requiring an enormous raise and recognizes that experience in a lower job has value.
Table 1
Stone Arch Pay Structure, Effective January 1, 2027
| Grade | Points | Benchmark jobs | Minimum | Midpoint | Maximum | |
|---|---|---|---|---|---|
| 1 | Under 350 | Teller, contact center representative | $40,430 | $46,500 | $52,570 | |
| 2 | 350 to 449 | Member service representative | $45,040 | $51,800 | $58,560 | |
| 3 | 450 to 549 | Collections specialist | $50,260 | $57,800 | $65,340 | |
| 4 | 550 to 629 | Senior member service representative, HR generalist | $53,670 | $64,400 | $75,130 | |
| 5 | 630 to 699 | Staff accountant, consumer lender | $59,830 | $71,800 | $83,770 | |
| 6 | 700 to 779 | Compliance analyst, assistant branch manager | $66,750 | $80,100 | $93,450 | |
| 7 | 780 to 879 | Mortgage loan originator | $71,440 | $89,300 | $107,160 | |
| 8 | 880 and above | Branch manager | $79,680 | $99,600 | $119,520 | |
Composite organization. Each minimum is the midpoint over 1 plus half the grade's spread; each maximum is the minimum times 1 plus the spread.
Who Falls Outside
Placing current employees in the new ranges shows fourteen people below their minimums and six above their maximums. The fourteen below are eleven tellers hired in the past two years at starting rates that lagged the market, averaging about $37,700, and three member service representatives averaging about $42,400. Bringing all fourteen to their minimums would cost about $38,000 a year. The six above are four consumer lenders, whose pay rose under a commission plan that ended years ago and now averages about $88,000, and two contact center representatives with long tenure, at about $54,000.
Recommendations for the Outliers
Raise the fourteen to their minimums on January 1. Being paid below the range for one's own job is the most visible kind of unfairness, and the cost is small. The six above their maximums should be red-circled: their pay stays where it is, and any increase comes as a one-time payment rather than an addition to base until the ranges catch up, so their pay is not pushed further outside the structure. Gerhart and Rynes (2003) note that cutting pay produces resentment far out of proportion to the savings, which is why red-circling is the standard approach.
Limits
The structure assumes the market line fitted to eight benchmarks describes all jobs; a job with an unusual market, such as an information security analyst, may need its own range. The ranges should be moved each year by the market movement, and the market analysis repeated every two years.
References
Bloom, M. (1999). The performance effects of pay dispersion on individuals and organizations. Academy of Management Journal, 42(1), 25-40. https://doi.org/10.2307/256872
Gerhart, B., & Rynes, S. L. (2003). Compensation: Theory, evidence, and strategic implications. Sage.
Milkovich, G. T., Newman, J. M., & Gerhart, B. (2020). Compensation (13th ed.). McGraw-Hill Education.
The Walden MHRM 6601 Week 4 instructions
Week 4 asks you to build a pay structure from your evaluation and market work. Group jobs into grades using natural breaks in the points. Set midpoints from a market line and explain the line you chose. Keep midpoint progression steady and say why that matters. Choose range spreads that fit the jobs in each grade, and justify them. Present the full structure in one table. Then place current employees in it, count who falls below and above the ranges and price the fix. Recommend how to treat each group of outliers, and note when the structure should be revisited.
How this MHRM 6601 Week 4 example is built
The paper begins by grouping jobs into eight grades by points, with non-benchmark jobs slotted by their own scores. A section explains why an exponential market line replaced a straight one and how midpoints were smoothed to about 11.5 percent progression. A section justifies spreads of 30, 40 and 50 percent and cites Bloom on dispersion. The structure table lists points, benchmark jobs and range figures for each grade. A short paragraph explains range overlap. A section counts fourteen employees below minimum and six above maximum, with averages and costs. Recommendations raise the fourteen and red-circle the six, citing Gerhart and Rynes, and a limits section notes jobs with unusual markets. Every range figure can be reproduced from the midpoint and spread using the formula in the table note.
Reading the MHRM 6601 Week 4 rubric
Pay structures are graded on whether each design choice is explained and whether the structure has been tested against reality. Grades that trace to evaluation points show internal consistency. A justified market line and steady midpoint progression demonstrate technical skill and earn credit. Range spreads matched to the nature of the work show judgment. A complete structure table is expected. Placing current employees and pricing the result is weighted heavily, because a structure that has not been tested cannot be budgeted. Sensible treatment of outliers, especially avoiding pay cuts, reflects good practice. Structures presented without testing against current pay score lower.
MHRM 6601 Week 4 help from the desk
Start with your job evaluation points and look for gaps that suggest where grades should break. Plot your market figures against points and decide whether a straight line or a curve fits better. Set each grade's midpoint from that line, then check that the steps between midpoints are reasonably even. Choose a spread for each grade and calculate minimums and maximums. Then list every employee's pay beside their grade's range and count who is outside it. Add up what it would cost to bring those below up to the minimum. Many structures stop before this test. If you have a draft structure, send it to us with current pay. Show the formula you used for minimums and maximums so a reader can check any row.
Get a MHRM 6601 Week 4 example written to your instructions
Include the pay structure prompt and rubric, plus the job evaluation and market data your section has already built on. Grades, midpoints, spreads and a priced placement count come back in 24 to 48 hours, your first at no cost. All dollar figures in the sample are round and invented, and no real lender stands behind them.
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MHRM 6601 Week 4 questions, answered
Where can I find a free MHRM 6601 Week 4 sample paper?
See the eight-grade structure and its table below, free.
How many grades does the MHRM 6601 Week 4 structure have?
Eight, grouped by job evaluation points.
Why use an exponential market line?
A straight line overstated pay in the middle grades, where the market rises more slowly.
How wide are the ranges?
30 percent in grades 1 to 3, 40 percent in grades 4 to 6 and 50 percent in grades 7 and 8.
What happens to employees above the maximum?
They are red-circled: pay is not cut, and they receive lump sums instead of base increases.