Chapter 37 — Exercises
Work these with a pencil and a calculator. Nothing here needs software. Several produce artifacts that belong directly in your Willow Street Project Notebook. Selected answers appear in Appendix J; the calculation items in Part C carry their numeric answers here, in <details> blocks, because the arithmetic is the point and you should be able to check yourself.
Difficulty legend: ⭐ basic · ⭐⭐ applied · ⭐⭐⭐ advanced judgment · ⭐⭐⭐⭐ research and extension
The canonical Harbor Ridge figures you will need throughout:
| Harbor Ridge (Tessa Bright Homes) | |
|---|---|
| Lots | 34 |
| Houses in process (WIP) | 11 |
| Cycle time per house | 92 calendar days |
| Throughput | 11 ÷ 92 × 365 = 43.64 houses/year |
| Start interval (takt) | 92 ÷ 11 = 8.36 CD |
| Blended sales price | $438,000 ($392,000 base + $46,000 options) |
| Total cost | $374,500 |
| Gross margin | $63,500 (14.5%) |
| Vertical construction cost | $246,000 on a 2,180 SF plan |
| Value of one day of cycle time | $29,800/year (Colton's line) · $61,500/year (company-wide) |
| Company | ~90 homes/year, ~23 houses in process |
One standing rule before you start. Residential lien law, homeowner-protection and disclosure statutes, warranty periods and right-to-cure procedures, contractor licensing, and municipal inspection sequences vary substantially by state and locality and change over time. Where an exercise asks you to state a requirement, state it for your jurisdiction, cite where you found it, and write down the date you looked. Never quote one from memory.
Part A — Conceptual Understanding ⭐
A1. Write out Little's Law in the three forms used in §37.2.1 — throughput, start interval, and work in process — and say in one sentence each what a production superintendent uses each form for.
A2. Colton says: "You're managing a project. I'm managing a line." Unpack that in under 120 words. Name the unit of production in each case, the question each manager is trying to answer, and the number each one is trying to protect.
A3. Name the five segments of residential construction from §37.1, and for each one, name the single risk that kills you. Then say which segment a 240-unit wood-frame apartment building over a concrete podium actually belongs to, and why the answer is uncomfortable.
A4. Explain why a CPM schedule is the wrong tool for a 34-house community. Give both reasons — the mathematical one and the one about people.
A5. State the four rules of a line-of-balance chart from §37.3.2. Then say which one is the discipline and which three are bookkeeping.
A6. What does "even flow" mean, and why do production builders who abandon it in a good market get hurt in the next one?
A7. In production housing, what replaces the submittal log, the RFI process, and coordination drawings? Name the mechanism in one word, and then name the three places §37.6.1 says it breaks.
A8. Options are 10.5 percent of Harbor Ridge's revenue and 19.5 percent of its gross margin. State two consequences of that fact — one for how the sales office is staffed, one for how the schedule is gated.
Part B — Applied Analysis ⭐⭐
B1. A commercial project manager takes a job as a division manager for a production builder. In her first month she builds a 1,530-activity CPM schedule for the community and starts a submittal log. Describe, specifically, what she will find at the end of month two, and name the one artifact from her commercial toolkit she should have built instead.
B2. Colton's regional manager tells him output is down and instructs him to start four more houses. Colton says no. Write the three-sentence explanation Colton gives — no jargon, no formulas — that makes the regional manager understand why starting houses is not production.
B3. You walk a production community you have never seen before. Seven houses are standing at the same stage with nobody in them, doors locked. What have you found, what is the very next question you ask, and who do you ask it of?
B4. A production builder introduces a new floor plan mid-community. The first house of the new plan takes 117 days instead of 92 and generates eleven undocumented field decisions. Write the four-step prototype protocol you would put in the company's operations manual so that house two does not repeat house one. Estimate the total labor hours it consumes.
B5. Tessa Bright's window supplier discontinues a unit in month seven. Houses 1 through 14 have the old window; houses 15 through 34 will have a new one. There is no submittal log and no revision control. Describe the specific document you would create, what goes on it, and the exact scenario five years from now in which someone will be grateful you did.
B6. A remodeler and a production builder both post a 9-out-of-10 technical quality score. One gets three referrals a quarter and the other gets a licensing-board complaint. Using §37.8.3, name the four operational practices most likely to account for the difference, and explain why none of them appears on a quality inspection form.
Part C — Calculations & Deliverables ⭐⭐–⭐⭐⭐
C1 — Cycle time, start interval, and the company's line ⭐⭐
Tessa Bright Homes runs a second community, Sable Point: 26 lots, 9 houses in process, and a 104-calendar-day cycle (larger plans, steeper lots, a longer foundation stage).
(a) Sable Point's throughput per calendar day and its annual output. (b) Its start interval. (c) How long the 26 lots take from the first excavator to the last closing. (d) Tessa Bright closes about 90 homes a year. Harbor Ridge and Sable Point together produce how many? What must the company's third community produce, and — if it runs a 92-day cycle — how many houses does it carry in process? (e) §37.2.1 estimated company-wide WIP at 22.7 houses by applying Little's Law at a 92-day cycle. Add up the three communities. Why is the real number higher, and what one word describes the difference?
Answers
(a) 9 ÷ 104 = 0.08654 houses/CD × 365 = 31.59 houses/year. (b) 104 ÷ 9 = 11.56 calendar days between starts. (c) C + (lots − 1) × interval = 104 + 25 × 11.56 = 393 CD, about thirteen months. (d) 43.64 + 31.59 = 75.23 houses/year, so the third community must produce about 14.8 houses/year. At a 92-day cycle its WIP = 14.8 × 92 ÷ 365 = 3.7, call it 4 houses in process. (e) 11 + 9 + 4 = 24 houses, against the 22.7 the single-cycle estimate gave. The difference is blending: Sable Point's 104-day cycle drags the company's average cycle above 92, and at a fixed throughput a longer cycle requires more WIP. Back-solve it: 24 ÷ (90 ÷ 365) = 97.3 CD is the company's true blended cycle. Any company-level figure computed from a single community's cycle time will understate the working capital standing in the field.
C2 — One day in a stage, and one crew too few ⭐⭐
Ardent Framing frames a Harbor Ridge house in 12 calendar days per crew and runs two crews on the line.
(a) Ardent's crews slow to 13 days per house. Is framing now the ceiling? What are the new cycle time, annual output, lost revenue, and lost gross margin? (b) Instead, Ardent loses a crew to another builder and runs one crew at 12 days. Now what? Give capacity, output, cycle time, and the annual revenue and margin loss. (c) Compare (a) and (b) in one sentence that a superintendent could repeat from memory. (d) Ardent offers to guarantee two crews at Harbor Ridge permanently, in exchange for raising framing labor from $8.10 to $8.55 per square foot on a 2,180 SF plan. Price the offer annually, and find the probability of losing a crew at which the offer breaks even.
Answers
(a) Capacity = 2 crews × 365 ÷ 13 = 56.2 houses/year, still well above the 43.64 the line needs — so framing is not the ceiling; it is just a longer stage. Cycle 92 → 93 CD. Output 11 ÷ 93 × 365 = 43.17 houses/year, down 0.47. Revenue −$205,400/year; gross margin −$29,800/year. This is the ordinary price of a day.
(b) Capacity = 1 × 365 ÷ 12 = 30.42 houses/year, which is below 43.64. Framing is now the ceiling, so output is 30.42 houses/year, not 11 ÷ 92. Cycle time = 11 ÷ (30.42 ÷ 365) = 132 CD. Output lost = 43.64 − 30.42 = 13.22 houses/year → revenue −$5,792,000/year, gross margin −$840,000/year.
(c) A slower crew costs you a day; a missing crew costs you the line. One day of duration is $29,800 a year. One lost crew is $840,000 a year — twenty-eight times as much, from a change that looks smaller on a schedule.
(d) ($8.55 − $8.10) × 2,180 SF = $981 per house × 43.64 = $42,810 a year. Break-even probability = $42,810 ÷ $840,000 = 5.1 percent. If you believe there is better than a one-in-twenty chance of losing a crew in any given year — and in a tight framing market there is — take the deal. Note what you are actually buying: not labor, capacity insurance.
C3 — Read the line and find the throttle ⭐⭐⭐
Here is every trade on Colton's line, with days per house per crew and the number of crews working Harbor Ridge.
| Trade | CD per house per crew | Crews on the line |
|---|---|---|
| Excavation, footings, foundation | 9 | 2 |
| Framing (Ardent Framing) | 12 | 2 |
| Roofing | 3 | 1 |
| Plumbing (Fairwater Plumbing) | 6 | 2 |
| HVAC | 5 | 2 |
| Electrical | 7 | 2 |
| Insulation | 2 | 1 |
| Drywall (Coastline Drywall) | 6 | 1 |
| Interior trim | 8 | 1 |
| Paint | 5 | 1 |
| Flooring | 4 | 1 |
| Cabinets | 3 | 1 |
(a) Compute each trade's annual capacity: crews × 365 ÷ days.
(b) The line requires 43.64 houses a year. Which trade has the least headroom, and how much?
(c) Now read the chart below. Trim has gone from 8 days a house to 10. t is the day a house is genuinely ready for trim; T is the day the trim carpenter actually starts.
House time -> (each column = 5 calendar days)
|
H12| F M D t T trim waits 18.0 days
H11| F M D t T waits 16.4
H10| F M D t T waits 14.8
H09| F M D t T waits 13.1
H08| F M D t T waits 11.5
H07| F M D t T waits 9.8
H06| F M D t T waits 8.2
H05| F M D t T waits 6.6
H04| F M D t T waits 4.9
H03| F M D t T waits 3.3
H02| F M D t T waits 1.6
H01| F M D tT waits 0.0
+--------------------------------------------------------------
0 25 50 75 100 125 150 175 200 (calendar days)
F = framing M = MEP rough-in D = drywall
t = house READY for trim T = trim carpenter actually starts
State the divergence per house and prove it from the two rates. Then give the new capacity, output, cycle time, and annual margin loss.
(d) Apply the crew-count formula from §37.3.5 — crews required = required rate × days per house ÷ 365, rounded up — to all twelve trades. Which trades are carrying a crew they do not strictly need, and what is the honest explanation for that? (e) In one paragraph: what should Colton do about interior trim before it breaks, and how would he know it was about to?
Answers
(a) and (b). Capacities: excavation 81.1 · framing 60.8 · roofing 121.7 · plumbing 121.7 · HVAC 146.0 · electrical 104.3 · insulation 182.5 · drywall 60.8 · interior trim 45.6 · paint 73.0 · flooring 91.3 · cabinets 121.7. Every trade clears 43.64, but interior trim clears it by 4.5 percent — 45.6 against 43.64. Framing and drywall have 39 percent headroom; paint has 67 percent. Trim is one bad month from being the ceiling, and nobody is watching it because it has never failed.
(c) The line needs a house every 8.36 days; trim now takes 10. Divergence = 10 − 8.36 = 1.64 days per house, and it never closes — house 12 waits 11 × 1.64 = 18.0 days. New capacity = 365 ÷ 10 = 36.5 houses/year, below the required rate, so trim is the ceiling and output is 36.5. Cycle time = 11 ÷ (36.5 ÷ 365) = 110 CD. Output lost = 43.64 − 36.5 = 7.14 houses/year → revenue −$3,128,000/year, gross margin −$453,000/year.
(d) Crews required: excavation 1.08 → 2 · framing 1.44 → 2 · roofing 0.36 → 1 · plumbing 0.72 → 1 · HVAC 0.60 → 1 · electrical 0.84 → 1 · insulation 0.24 → 1 · drywall 0.72 → 1 · trim 0.96 → 1 · paint 0.60 → 1 · flooring 0.48 → 1 · cabinets 0.36 → 1. Excavation needs 1.08 crews and must round up to 2, which is unavoidable — you cannot hire 8 percent of a crew. Plumbing, HVAC, and electrical are each running a crew more than the line requires, and the honest explanation is that those subcontractors are not staffing to Colton's line. They are staffing to their own, across several builders, and Colton is a beneficiary of somebody else's capacity decision. That is a good position to be in and a fragile one, because it can be withdrawn without notice — which is precisely what happened to drywall.
(e) Two moves, both cheap. First, measure it weekly: days per house for trim, plotted, so a drift from 8.0 to 8.6 is visible before it reaches 10. Second, qualify a second trim carpenter now, at today's price, while you do not need one, and give them two houses a quarter so the relationship is real. The early-warning sign is not a slow house; it is the trim carpenter starting to serve a second builder, or asking to move a start by two days, or sending four people instead of five. And the first question to ask when any of those appear is the Case Study 1 question: how many times in the last two months did my house fail to be ready when his crew showed up?
C4 — Build the draw schedule and find the working capital ⭐⭐⭐
Tessa Bright's plan 2650 carries a vertical construction cost of $294,000, financed on a construction loan with the same six-draw structure and percentages as §37.7.1: 15 / 10 / 25 / 20 / 20 / 10 at cycle days 12, 19, 37, 53, 73, and 92. The bank funds 20 calendar days after each milestone (inspector, verification, wire).
Cumulative cost the builder has actually incurred:
| Cycle day | 12 | 19 | 37 | 53 | 56 | 62 | 73 | 92 |
|---|---|---|---|---|---|---|---|---|
| Cumulative cost incurred | $44,100 | $73,500 | $147,000 | $205,800 | $214,600 | $232,300 | $264,600 | $294,000 |
(a) Build the draw table: milestone, cycle day, percentage, amount, and funding date. (b) Compute the unfunded balance — cumulative incurred minus cumulative funded — at each day in the table above, plus day 112. (c) What is the peak unfunded balance and on what day does it occur? (d) The bank's inspector goes from a 3-business-day turnaround to 7, adding 6 calendar days to every funding date. Recompute the peak. Then compute the additional working capital this costs Tessa Bright across 11 houses in process, and the annual interest on it at 9.5 percent. (e) A supplier offers 2 percent off for payment in 10 days instead of 30. Should the CFO take it? Show the annualized rate, and then give the reason a production builder might decline anyway.
Answers
(a) Draw 1 $44,100 (day 12, funds day 32) · Draw 2 $29,400 (19 → 39) · Draw 3 $73,500 (37 → 57) · Draw 4 $58,800 (53 → 73) · Draw 5 $58,800 (73 → 93) · Draw 6 $29,400 (92 → 112). Total $294,000.
(b) Day 12: $44,100 · Day 19: $73,500 · Day 37: 147,000 − 44,100 = $102,900 · Day 53: 205,800 − 73,500 = $132,300 · Day 56: 214,600 − 73,500 = $141,100 · Day 62: 232,300 − 147,000 = $85,300 · Day 73: 264,600 − 205,800 = $58,800 · Day 92: 294,000 − 205,800 = $88,200 (draw 5 has not funded yet) · Day 112: 294,000 − 264,600 = $29,400, cleared when draw 6 funds.
(c) $141,100 on day 56 — the day before draw 3 funds. Note that the peak is not at the end of the job. It is in the middle, right after the most expensive stage and right before the biggest draw arrives.
(d) Funding now lands on days 38, 45, 63, 79, 99, 118. Day 37 rises to $147,000 and day 62 rises to 232,300 − 73,500 = $158,800, the new peak — up $17,700. The cleaner way to price it: the builder is now financing the entire $294,000 for six extra days, which is 6 × $294,000 = 1,764,000 dollar-days per house; spread across the 92-day cycle that is $19,174 of additional average balance per house, and across 11 houses in process, about $211,000 more working capital. At 9.5 percent, that is roughly $20,000 a year in interest — bought by a bank's staffing decision that appears nowhere in any schedule, budget, or contract.
(e) 2 percent for paying 20 days earlier annualizes to roughly 2 ÷ 98 × 365 ÷ 20 = 37 percent. Against a 9.5 percent credit line that is an obvious yes on the arithmetic. The reason to decline anyway is the whole subject of part (d): the builder's working capital is already fully committed to WIP, and every dollar of discount taken is a dollar not available to start the next house. A builder standing in $495,000 of draw lag on one community may be earning 37 percent on paper and unable to fund a foundation. This is Chapter 32's point exactly — cash flow is not profit — arriving in a form where you can see the whole balance sheet from the truck.
C5 — What thirty days costs a spec house ⭐⭐⭐
Tessa Bright builds one plan 2650 as a spec — no buyer, the builder's own money.
| Lot cost | $92,000 |
| Vertical construction cost | $294,000 |
| Average outstanding loan balance during construction | $239,000 |
| Sales price (blended) | $496,000 |
| Total cost | $424,000 |
| Gross margin | $72,000 |
| Property tax during construction | $4,900/year |
| Builder's risk insurance | $1,680/year |
| Temp power, portable toilet, dumpster, security, mowing | $340/month |
| Community association assessment | $65/month |
(a) Daily construction-loan interest at 8.0 percent, 9.5 percent, and 11.0 percent, and the 30-day cost at each. (b) Total hard carry for 30 extra days at 9.5 percent, and the cost per day. (c) Express the hard carry as a percentage of gross margin. (d) Add market risk: a 1.5 percent softening in the local market over a quarter. What is that worth on this house, and how does it compare with the hard carry? (e) How many house-slots of Colton's line does a 30-day standstill consume? (f) The sales manager proposes cutting the price 2 percent to move it now. How many days of carry does that price cut buy, and what is wrong with answering this question on carry alone?
Answers
(a) $239,000 × rate ÷ 365. At 8.0%: $52.38/day → $1,571. At 9.5%: $62.21/day → $1,866. At 11.0%: $72.03/day → $2,161. Note the spread: three plausible rates change the 30-day interest by $590, which is why you use your own rate and never a textbook's.
(b) At 9.5 percent: interest $1,866 + property tax ($4,900 ÷ 365 × 30 = $403) + builder's risk ($1,680 ÷ 365 × 30 = $138) + site services $335 + association $64 = $2,806, or $93.53 per day.
(c) $2,806 ÷ $72,000 = 3.9 percent of gross margin, spent to accomplish nothing at all.
(d) 1.5% × $496,000 = $7,440 — about 2.7 times the hard carry, and 10.3 percent of the gross margin. And unlike the carry, you cannot see it coming, cannot manage it, and cannot cap it. Spec builders do not go broke on interest. They go broke on timing.
(e) 30 ÷ 8.36 = 3.6 house-slots. The lot and the position on the line are consumed whether or not anyone is working in the house.
(f) 2% × $496,000 = $9,920 ÷ $93.53/day = 106 days. So on pure carry, the price cut only pays if it saves more than 106 days — which makes it look like a bad idea. That answer is wrong, and here is why: it ignores the market risk in (d), which is 2.7 times the carry and compounds with time; it ignores the slot in (e); and it ignores that a spec house standing at 106 days is generating information about the market you should be acting on. A spec builder who waits out 106 days to protect $9,920 is placing an unhedged bet on a market he does not control. Carry is the number you can compute. It is rarely the number that decides.
Part D — Judgment & Ethics ⭐⭐⭐
D1. A production builder prints the sentence "Every day of cycle time is worth $29,800 a year" on a poster and hangs it in the trailer where every crew sees it on the way in. Argue that this is good management. Then argue that it is the creation of a hazard, using canon theme #4 and the third finding of the Northgate scaffold near-miss. What would you hang instead, and what would you say at the orientation?
D2. Options carry a 27.0 percent gross margin against the base house's 13.0 percent. The design center is staffed by a designer whose job is to help a buyer spend more. Where is the line between good salesmanship and taking advantage of a first-time buyer's inexperience with money they are borrowing for thirty years? Name three specific practices you would require of your design center, and one you would forbid.
D3. A custom builder sets allowances from a standard sheet at a level that produces an attractive contract price, and wins the job over two competitors who priced the same house higher and more honestly. Is that unethical, merely competitive, or a foreseeable trap? Defend your answer, then write the two sentences you would put in your own contract to make sure you are not doing it accidentally. Ground both in Case Study 2.
D4. Coastline Drywall lost $6,528 of payroll on four trips to houses that were not ready. Colton's price list contains no mechanism for paying a subcontractor for a wasted trip, and never has. Should Colton pay it anyway? Argue both sides — including what precedent a payment sets with the other eleven trades on the line, and what precedent not paying sets — and then say what you would actually do and why.
D5. A production builder's warranty manager notices that responding to a callback within four hours instead of forty-eight is the single strongest driver of a customer's online review, and that reviews drive sales. He proposes staffing to a four-hour response. The division manager points out that the customer has already closed and the money is already collected, and that the same headcount spent on the line is worth $29,800 per recovered day. Evaluate the argument on its own terms, then say what it reveals about how a company decides what to measure.
Part M — Mixed / Interleaved Practice ⭐⭐–⭐⭐⭐
M1. With Chapter 14 — CPM, and why it does not fit here. Build the activity list and logic for one Harbor Ridge house from the 21-stage sequence in §37.4. Run a forward and backward pass on the first eight stages. Report the critical path and the total float. Then answer three questions: (i) how many activities does the same network contain for all 34 houses; (ii) what happens to the "critical path" when you resource-load it so that the framing crew cannot be in two houses at once; and (iii) name the constraint that governs the community and show that it does not appear anywhere in the network. Close with two sentences on what a duration is in CPM and what a duration becomes in line of balance.
M2. With Chapter 27 — flow, variability, and the reliability chain. Five sequential trades each hand off at 90 percent reliability. Compute the probability the fifth handoff lands on time. Now apply the same idea to a line rather than a single building: Colton's four unready houses in nine weeks were four broken handoffs, and they did not merely delay four houses — they changed a trade's rate. Explain, in under 200 words, why variability in a repetitive line accumulates instead of averaging out, and why a two-day inter-trade buffer and a one-house buffer ahead of drywall are the correct countermeasure rather than more float inside each house. Finally, map Colton's ready-check onto the Last Planner make-ready screen: which of the eight constraint categories does each row of the check remove?
M3. With Chapter 36 — the energy code applies to houses too. A 2,180 SF Harbor Ridge house must pass a blower door test and a duct leakage test at cycle day 90, performed by a third-party rater, and the house cannot get its certificate of occupancy without them. (a) Explain why the test is actually decided on day 53 and not day 90. (b) Give five specific things Colton looks at on the pre-drywall walk that determine the blower-door result, and for each one say what it costs to fix on day 53 versus day 90. (c) A house is insulated exactly to the specified R-value and fails the test. Explain how that is possible to a buyer, in plain language, in under 80 words. (d) Now do the same analysis for Willow Street: name the two envelope details on a 24,000 SF community center where execution — not specification — decides the outcome, and name the person on your team who owns each one.
M4. With Chapter 32 and Chapter 34 — draws, pay applications, and cash that is not profit. Put the Northgate G702/G703 pay application and the Harbor Ridge draw schedule side by side in a table with six rows: who pays, what triggers payment, who verifies, what is withheld, how long the money takes, and who finances the gap. Then answer: Kestrel bills Meridian monthly and waits 30 days; Tessa Bright bills nobody. Which company is carrying more risk per dollar of revenue, and what evidence would settle it? Close by explaining why a production builder's balance sheet can be healthy and its bank account empty in the same week.
M5. With Chapter 16 and Chapter 19 — leverage without a subcontract. Cardinal Mechanical holds a $6,400,000 lump-sum subcontract on Northgate. Fairwater Plumbing holds a price list. (a) List every source of leverage Ray has over Cardinal that Colton does not have over Fairwater. (b) List every source of leverage Colton has that Ray does not. (c) Chapter 19's threshold concept is that you manage the people who contracted to do the work, and your leverage is the subcontract, the schedule, and the coordination — not authority. Restate that threshold concept in its production-housing form, in one sentence. (d) A scope gap appears between the framer and the HVAC contractor at Harbor Ridge — nobody has priced the chase framing for the second-floor supply trunk. Where does that gap get resolved, by whom, and what is the residential equivalent of the scope sheet that would have prevented it?
M6. With Chapter 31 and Chapter 29 — the change that got built before it was priced. Northgate's CO #14 cost Kestrel $43,650 unrecovered because a verbal go-ahead became built work before there was a written directive, a price, or a time-impact analysis. Case Study 2's four unsigned change orders cost Garrett Vance $18,600 the same way. (a) Put the two side by side and identify the four failures they share. (b) One is a $47.5 million hospital and one is a custom house. Which was more damaging relative to the contract, and show the arithmetic. (c) Write the single sentence — the same sentence — that a project manager says at the Northgate preconstruction meeting and a custom builder says at the Fairbairns' kitchen table. (d) Explain why acceleration after a change is not free of non-monetary cost, and connect it to what happened in Northgate weeks 34 to 36.
Part E — Research & Extension ⭐⭐⭐⭐
E1. Price your own building department. For the jurisdiction where you work or study, find out — from the building department itself, not from a summary — the residential inspection sequence, the daily request cutoff time, the current turnaround in business days, whether combined or partial inspections are permitted, and whether insulation and energy verification are inspected by the municipality or by a third-party rater. Write it as a one-page table. Then compute what a one-day improvement in average turnaround across seven inspections is worth on a line running 43.64 houses a year at $63,500 of margin, and write the three-sentence email you would send your team about it. Note the date you gathered the information; these practices change.
E2. Read your state, then read the state next door. Pull the primary text for four things in your state: residential contractor licensing or home-improvement contractor registration and what it requires in a written contract; mechanic's lien rights on an owner-occupied residence, including any homeowner notice and any statutory waiver forms; any statutory right-to-cure procedure a homeowner must follow before filing a construction-defect claim; and whether your state recognizes an implied warranty of habitability or workmanlike construction on a new home and whether it can be waived. Then do the same for one neighboring state. Produce a two-column comparison, cite the statute for every row, and date it. Where you cannot confirm something, write unresolved — confirm with counsel rather than guessing. This is Chapter 5's discipline applied to houses, and it is the single most valuable hour in this chapter's reading.
E3. Measure a real line from the sidewalk. Find an active production community near you. From public streets only, and without entering any lot or interfering with any work, record on three visits two weeks apart: the number of houses under construction and the stage each one is at, using the 21-stage list in §37.4. From that data estimate the community's WIP, its start interval (from how far the front of the line advanced between visits), and its cycle time and annual output by Little's Law. Then look for a queue: are several houses standing at the same stage? Write a one-page memo naming your estimated constraint and the two pieces of evidence you would ask the superintendent for to test it. Compare your estimate to Harbor Ridge's 11 / 92 / 8.36 and say what is different and why.