| Course | MT435 Operations Management |
|---|---|
| Unit | Unit 7 |
| Paper type | Facility layout proposal |
| Length | About 1,100 words, 6 pages double-spaced |
| Format | APA 7 student paper |
| School | Purdue University Global |
| Program | BS in Business Administration |
| Updated | October 2026 |
Free sample paper for MT435 Unit 7
From 15,400 to 8,870 Cart-Feet a Day: An MT435 Unit 7 Facility Layout Proposal Scored by Load-Distance
[Student Name]
Purdue University Global
MT435: Operations Management
Unit 7 Facility Layout Proposal
[Instructor Name]
[Date]
Pacolet Bunk & Loft's floor plan, trip counts, distances and relocation cost are composite; the sources cited are real.
Why Measure Flows
A layout looks tidy or untidy on a sketch, but the cost of a layout is the work of moving material through it. The proposal therefore starts from counted trips and measured distances. Load-distance, the number of cart loads between two areas each day multiplied by the distance between them, gives one figure per pair and one total per plan. Tompkins et al. (2010) describe this measure as the standard starting point for comparing layouts, and it lets every change be checked against the flows it is meant to shorten.
Counting the Trips
For two weeks, the floor lead tallied every cart load moved between areas on a clipboard sheet at each station. The ten flows with regular traffic averaged, per day: sheet rack to router, 12 loads; router to shaper, 18; shaper to boring, 16; boring to sanding, 14; sanding to the finishing building, 10; finishing building to assembly, 10; hardware crib to assembly, 5, as assemblers fetch parts; hardware kitting to assembly, 8; assembly to pack and ship, 9; and pack and ship to the loading dock, 7.
Measuring Distances
Distances are measured along the aisles a cart must use, not in straight lines, since carts cannot pass through machines or walls. Each pair's distance is measured on the current floor plan and on the proposed sketch, both drawn to scale.
The Current Plan
In the current plan, the sheet rack sits 200 feet from the router, at the far end of the building near the old receiving door. The router, shaper and boring machine are spread across the floor where they were installed over the years. Finished, painted parts coming back from the separate finishing building travel 290 feet to an assembly area at the opposite end of the shop, and assemblers walk 140 feet to the hardware crib. The total load-distance is 15,400 cart-feet a day. The largest single contributors are the yard crossing to the finishing building, 3,100 cart-feet, the return from finishing to assembly, 2,900, and the sheet rack to the router, 2,400.
The Proposed Plan
The proposal makes four moves. It relocates the sheet rack beside the router, cutting that leg from 200 feet to 30. It lines the router, shaper and boring machine along the north wall in process order, so parts flow from one to the next in short legs of about 25 feet. It moves assembly to the east end, near the door that faces the finishing building, cutting the return leg from 290 feet to 120. And it moves the hardware crib beside the hardware station and assembly, cutting the assemblers' walk from 140 feet to 20.
One leg gets longer. Assembly to pack and ship rises from 60 feet to 90, because assembly moves away from the packing area. With nine loads a day, that adds 270 cart-feet, a small cost against the savings and one the proposal accepts rather than hides.
The total load-distance falls to 8,870 cart-feet a day, a reduction of 6,530, or 42.4 percent.
The biggest saving comes from moving one rack of plywood 170 feet, not from any machine.
What the Proposal Does Not Change
The yard crossing from sanding to the finishing building stays at 310 feet and 3,100 cart-feet, now the largest single leg. Moving the booth into the main building would remove it, but that would require a new air permit, fire separation and a ventilation system, a project far larger than this one. The proposal notes it as the next layout question rather than leaving it out of the scoring.
What It Costs
Relocating the sheet rack, moving three machines along the north wall with their dust collection and electrical drops, and moving the assembly benches and hardware crib cost about $21,500, done over two weekends to avoid lost production.
What It Saves
Shorter cart trips save labor and handling. At roughly one minute of cart work for every 100 feet moved, including stops and turns, the 6,530 cart-feet saved each day is about 65 minutes of floor labor, about 270 hours a year. At $26 an hour loaded, that is about $7,050 a year, so labor alone would recover the $21,500 in roughly three years. Fewer and shorter moves also mean fewer chances to ding painted parts, and Unit 3 showed that re-sprays cost booth time, the shop's scarcest resource. Muther (1973) argued that the benefits of a better layout extend beyond handling cost to flow, safety and control, and the cleaner sequence along the north wall makes it easier to see where work is waiting.
How the Move Would Be Staged
The four moves are ordered so the shop never loses a full day. On the first weekend, the sheet rack is moved and the router, shaper and boring machine are relocated along the north wall with their dust collection and power drops, since those moves need the most work and affect the start of the line. On the second weekend, assembly and the hardware crib move to the east end. Between the two weekends the shop runs with the new cutting line and the old assembly area, a temporary arrangement that still saves about two thirds of the expected cart-feet.
A Caution About What Layout Can Do
The layout does not raise output. The booth remains the constraint, and Slack and Brandon-Jones (2019) note that layout changes improve flow and cost but cannot add capacity to the slowest step. The proposal should therefore be judged on handling, damage and floor space, not on beds per day.
Why Not a Full Redesign
A more ambitious plan would rebuild the shop as a single U-shaped line from sheet rack to boxing, with the booth inside. It would remove the yard crossings entirely, but it would require a new booth permit, a building addition and several weeks of lost production, for a project costing many times the $21,500 here. The proposal chooses the moves that cost little and remove the most cart-feet now, and leaves the larger redesign for a decision about the finishing building itself.
Recommendation
Approve the four moves over two weekends, measure trips again for two weeks afterward to confirm the new score and take up the finishing building's location as a separate question.
References
Muther, R. (1973). Systematic layout planning (2nd ed.). Cahners Books.
Slack, N., & Brandon-Jones, A. (2019). Operations management (9th ed.). Pearson.
Tompkins, J. A., White, J. A., Bozer, Y. A., & Tanchoco, J. M. A. (2010). Facilities planning (4th ed.). Wiley.
What the MT435 Unit 7 assignment asks for
Unit 7 asks students to propose a better layout for a facility and prove it is better. Instructors expect the case to start from measured flows: trips between areas counted over a period and distances measured along the aisles material must travel, not in straight lines. Load-distance, trips multiplied by distance and summed, gives each layout one score. The proposal should show the score for the current and proposed plans, explain each move by the flows it shortens and admit any leg that gets longer. The cost of moving equipment and how the move will be staged should be stated. The proposal should be honest about what layout cannot do, such as add capacity at a constraint. Scaled sketches of both plans and a trip matrix are standard exhibits.
Inside the MT435 Unit 7 example
The proposal opens by explaining why flows, not appearance, decide a layout, citing Tompkins and colleagues. It describes how trips were counted and distances measured. The current plan is scored and its three largest legs named. The proposed plan's four moves are each tied to the legs they shorten, and the one longer leg is stated, under a highlighted line on the plywood rack. A section explains why the yard crossing stays. Costs, savings in labor and damage, with Muther on wider benefits, and the staging of the move over two weekends follow. A caution, citing Slack and Brandon-Jones, notes that layout cannot add booth capacity. A section explains why a full redesign is not proposed, and the recommendation calls for a recount after the move.
MT435 Unit 7 rubric: what earns full points
A layout proposal stands or falls on whether the rearrangement follows from measured flows rather than from what looks tidy on a sketch. A proposal with no trip counts or distances cannot show that anything improves. Rubrics reward distances measured along aisles rather than in straight lines. Credit goes to scoring both plans the same way and reporting the change. Admitting the leg that gets longer shows honesty that graders notice. Costing the move and staging it to avoid lost production shows practicality. Recognizing that layout improves handling but not constraint capacity shows the student connects units. Scaled sketches, a trip matrix and a load-distance table make every claim checkable.
MT435 Unit 7 help: mistakes that cost points
The most common weak layout proposal redraws the floor so similar machines sit together and asserts the new plan is more efficient. Another frequent error measures distances as straight lines through walls and machines. Students often score only the proposed plan, so no improvement can be shown. Longer legs are usually hidden. Relocation costs are rarely estimated, and many proposals claim the new layout will raise output. Before submitting, score your current layout and your proposed one with the same trip counts, then list every pair whose distance got longer. If the list is empty, check again, because rearrangements almost always lengthen something.
Get an MT435 Unit 7 example written to your instructions
Floor dimensions, the department list and any flow data the Unit 7 case provides belong in the request, beside the assignment brief and rubric. The composite proposal we return counts trips, measures distances along aisles, scores both layouts and costs the move. There is no charge on the first custom sample, generally ready within 24-48h. The paper above is an original model document written by our desk, not a submitted student paper and not an official Purdue University Global document.
More MT435 papers and BS in Business Administration samples
- MT435 Unit 1: Transformation System Board Post
- MT435 Unit 2: Process Flow Analysis
- MT435 Unit 3: Bottleneck Analysis
- MT435 Unit 4: Capacity Plan
- MT435 Unit 5: Job Scheduling Exercise
- MT435 Unit 6: Queueing Seminar Reflection
- MT435 Unit 8: Control Chart Analysis
- MT435 Unit 9: Lean Waste Review
- MT435 Unit 10: Operations Improvement Proposal
- MT434 Unit 7: Third-Party Logistics Evaluation
- MT433 Unit 7: Country Risk Assessment
- MT431 Unit 7: Income Property Pro Forma
MT435 Unit 7 questions, answered
What is a load-distance analysis?
A way to score a layout by multiplying the number of trips between each pair of departments by the distance between them, then summing. Lower totals mean less material handling. It lets you compare a current and a proposed layout on one number, and it shows which department pairs deserve to sit closest together.
Should I use straight-line or rectilinear distance?
Rectilinear, measured along aisles, usually reflects how carts and forklifts actually move inside a building. Straight-line distance can suit outdoor travel or rough early comparisons. Whichever you use, state it and apply it consistently to both layouts, since mixing the two makes the comparison meaningless and graders tend to check.
Do I need to cost the layout change?
Where the prompt wants a proposal rather than an analysis, a cost estimate strengthens it considerably. Include relocation of equipment, electrical and ventilation work, and lost production during the move. Compare that cost with the handling savings, and name any benefits you cannot price, such as safety, separately so they are not mistaken for figures.
Where can I find a free MT435 Unit 7 sample paper?
This page holds the full MT435 Unit 7 proposal, scoring a bed shop's current and proposed floor plans by counted trips and aisle distances.
Which single move saves the most in the MT435 Unit 7 sample?
Moving the sheet rack beside the router, which cuts that leg from 200 feet to 30 and saves 2,040 cart-feet a day.