The True Troop Consulting · EVM Masterclass

One wall,
fifteen questions.

Earned Value Management sounds like accountancy wizardry. It isn't. It's three honest numbers — and every other metric is just those three wearing a different hat. We'll learn all fifteen questions by building one brick wall around a square plot: four sides, £100 each, £400 in total. It's the end of Day 2, one side is up… and the story the numbers tell is not a happy one. Yet.

Total budget · BAC
£400
Plan by end of Day 2
2 sides
Actually built
1 side
Spent so far · AC
£300
WALL BUILT work done PLAN by Day 2 → 2 sides · £200 (PV) Built: 1 side · £100 (EV) Target: 4 sides · £400 (BAC) MONEY SPENT cash gone £300 spent — for just ONE side Budget line · £400 The tragedy in one line: 75% of the money is gone, but only 25% of the wall is standing.
Fig. 1 — Two truths at end of Day 2. Top: how much wall exists. Bottom: how much money is gone. EVM exists to make that gap impossible to hide.
00

The job, in plain English

The brief

You've been asked to build a brick wall around a square plot. Four sides. Each side costs £100 in labour and materials, so the whole job is budgeted at £400. That £400 is your Budget at Completion (BAC) — the finish line.

The plan is simple: one side per day. So by the end of Day 2, the plan says two sides should be standing — that's £200 of value earned.

Reality had other ideas. Day 1 hit rock in the trench, timber prices for the shuttering jumped, and a storm forced some rework. By the end of Day 2, only one side is finished — and that single side has already swallowed £300 of cash.

Now we ask fifteen questions. Every answer comes from three numbers you already have: what you should have done, what you have done, and what you've spent.

THE PLOT (square garden) SIDE 1 · BUILT ✓ · £100 earned SIDE 2 · was due · NOT built SIDE 3 · scheduled Day 3 SIDE 4 · scheduled Day 4
Plan by end of Day 2 = Sides 1 + 2 = £200 (PV). Actually built = Side 1 = £100 (EV).
01

The three magic numbers

Learn these three and you've learned 80% of EVM. Everything after this section is just arithmetic performed on PV, EV and AC.

PV — Planned Value
What you should have done
£200
The budgeted value of the work your schedule promised by today. Two sides were due, at £100 each. This is your yardstick for "on track".
EV — Earned Value
What you have done
£100
The budgeted value of the work genuinely finished. One side is up, so you've "earned" its £100 — no matter what it actually cost to build.
AC — Actual Cost
What you've spent
£300
Every pound that has actually left the account: wages, bricks, mortar, plant hire, the rework. Reality's receipt.

PV = what you SHOULD have done  ·  EV = what you HAVE done  ·  AC = what you have SPENT.  Every other EVM metric is a dialect of these three.

02

The fifteen questions

Grouped into six families. Each answer is defined in plain English, then worked through on our brick wall. Watch how the same three numbers keep doing all the work.

DataThe raw factsthe four numbers everything is built fromQ1–Q4
Q1How much work was planned by the status date?

Planned Value (PV). The budget value of the work your programme said should be complete by today. It's the benchmark — what "on schedule" would look like in pounds.

PV = Planned % × BAC
= 2 sides × £100 = £200
Why it mattersIt's the ruler. Every schedule judgement measures EV against this line.
Q2How much have we actually done, valued at budget?

Earned Value (EV). The budgeted worth of what's genuinely finished. You earn a side's £100 the moment it's built — the actual cost is a separate question entirely.

EV = Actual % complete × BAC
= 1 side × £100 = £100
Why it mattersReal progress, priced in money — not "we feel about halfway".
Q3How much have we actually spent so far?

Actual Cost (AC). The true money out of the door to date — labour, materials, plant, and the cost of putting mistakes right.

AC = Σ actual costs
= £300 (rock + price spike + rework) = £300
Why it mattersIt's what your bank statement says, not what the plan hoped.
Q4What is the total approved budget?

Budget at Completion (BAC). The whole job's authorised budget when 100% complete. The finish-line figure every forecast is compared against.

BAC = Σ planned costs
= 4 sides × £100 = £400
Why it mattersWithout a finish line, "over budget" has no meaning.
£0 £100 £200 £300 £400 BAC · Total budget £400 PV · Should be done £200 EV · Actually done £100 AC · Actually spent £300
Fig. 2 — The four data numbers on one scale. EV (£100) sits below PV (£200) → we're behind. AC (£300) towers over EV (£100) → we're over budget. Those two gaps are the whole story.
VarianceAre we off track?turning the gaps into scoresQ5–Q6
Q5Are we ahead or behind schedule — and by how much?

Schedule Variance (SV) answers in pounds; a minus means behind. SPI (Schedule Performance Index) answers as a speed ratio, where 1.00 means exactly on pace.

SV = EV − PV  ·  SPI = EV ÷ PV
SV = 100 − 200 = −£100  ·  SPI = 100 ÷ 200 = 0.50
Why it mattersSPI 0.50 = building at half the planned speed. Slippage caught early, not at the deadline.
Q6Are we over or under budget — and by how much?

Cost Variance (CV) answers in pounds; a minus means over. CPI (Cost Performance Index) answers as value-for-money, where 1.00 means every £1 buys £1 of work.

CV = EV − AC  ·  CPI = EV ÷ AC
CV = 100 − 300 = −£200  ·  CPI = 100 ÷ 300 = 0.33
Why it mattersCPI 0.33 = just 33p of wall for every £1 spent. Your money is leaking, badly.
ForecastWhere will we end up?two honest ways to predict the final billQ7–Q8
Q7What's the final cost if today's trend continues?

Estimate at Completion — trend (EAC). Assumes your current cost efficiency (CPI) carries on to the end. The realistic, uncomfortable forecast.

EAC = BAC ÷ CPI
= £400 ÷ 0.33 ≈ £1,212
Why it mattersRoughly triple the budget. This is the number that gets attention in the site meeting.
Q8What's the final cost if the rest goes to plan?

Estimate at Completion — best case (EAC). Assumes the overspend was a one-off and every remaining side runs exactly on budget.

EAC = AC + (BAC − EV)
= £300 + (£400 − £100) = £600
Why it mattersThe rosiest number that's still honest. Even the best case is £200 over.
CashWhat will it take to finish?the numbers your client and bank ask forQ9–Q10
Q9How much more money do we still need?

Estimate to Complete (ETC). The extra cash required from today onward to reach the finish — the forecast minus what's already spent.

ETC = EAC − AC
Best: £600 − £300 = £300  ·  Trend: £1,212 − £300 = £912
Why it mattersThis is the cheque you go and ask for next. Get it wrong and work stops.
Q10Will we overrun or save — and by how much?

Variance at Completion (VAC). The gap between the original budget and the forecast final cost. A minus is an overrun.

VAC = BAC − EAC
Best: −£200  ·  Trend: −£812
Why it mattersThe bottom-line headline: on this wall, every scenario loses money.
RecoveryCan we still claw it back?the reality check on catching upQ11–Q12
Q11How efficient must the remaining work be to still hit budget?

To-Complete Performance Index (TCPI). The value-for-money you'd need on every remaining pound of work to finish exactly on the original £400.

TCPI = (BAC − EV) ÷ (BAC − AC)
= (400 − 100) ÷ (400 − 300) = 300 ÷ 100 = 3.00
Why it mattersYou'd need to work three times as efficiently as budgeted from here. It puts "we'll catch up" on trial.
Q12Is that recovery actually realistic?

Interpret TCPI against ~1.10. Below the threshold, catching up is usually achievable. Well above it, a recovery is wishful thinking.

Rule of thumb: TCPI > 1.10 → not recoverable
3.00 ≫ 1.10 → NOT recoverable
Why it mattersNobody triples their efficiency after running at 0.33. Better to re-baseline honestly than promise the impossible.
JudgeSo… what now?read the verdict, find the cause, actQ13–Q15
Q13Which "Bull's-Eye" quadrant are we in?

Plot (SPI, CPI) on the target. Top-right green is winning (ahead and under budget); bottom-left red is trouble (behind and over budget). One dot tells the whole story at a glance.

ON TARGET ahead + under behind, but under budget ahead, but over budget DANGER ZONE behind + over The wall, today SPI 0.50 · CPI 0.33 0 0.5 1.0 1.5 0 0.5 1.0 1.5 SPI · schedule → CPI · cost ↑
(0.50, 0.33) → bottom-left → DEEP RED — behind schedule and over budget at the same time.
Why it mattersNo table needed. Anyone can see this dot is in the wrong corner.
Q14Why did we end up here? (root cause)

Root-cause analysis. The qualitative "why" behind the numbers — the story the maths can't tell you. Fix causes, not symptoms.

  • 1Ground conditions: hit rock in the trench, so Day 1 was slow and costly.
  • 2Price spike: brick and shuttering costs jumped mid-job.
  • 3Rework: a storm damaged fresh work that had to be rebuilt.
Why it mattersTwo solid reasons beat ten vague excuses when you brief the client.
Q15What two actions do we take right now?

Pair one COST action with one SCHEDULE action. Balanced moves bend the trend; panic in one direction rarely does.

  • £Cost: lock a fixed supplier rate for the remaining bricks and mortar to stop the leak.
  • Schedule: bring a second crew and re-sequence so Sides 3 & 4 run in parallel.
Why it mattersOne lever for the money, one lever for the clock — that's how you actually recover.
03

How to read any index

SPI, CPI and TCPI are all ratios that orbit the number 1.00. Once you can read one, you can read them all.

Index > 1.00

Good news. Ahead of schedule (SPI) or under budget (CPI) — every £1 is buying more than £1 of work.

Index = 1.00

Exactly on plan. You are doing precisely what the budget and programme promised — no more, no less.

Index < 1.00

Warning. Behind schedule (SPI) or over budget (CPI). Our wall sits at 0.50 and 0.33 — deep in the danger band.

The further a number sits from 1.00, the bigger the effect. TCPI is the mirror image: there, a number above ~1.10 is the warning, because it's the effort you'd need to recover — and 3.00 is a mountain.

The one-paragraph verdict

Behind, over budget, and not recoverable — but every number is telling you exactly what to do.

By end of Day 2 the wall is running at half speed (SPI 0.50) and returning just 33p of work per pound spent (CPI 0.33). Left alone, the £400 job finishes somewhere between £600 (best case) and £1,212 (current trend). Recovery to the original budget would demand triple efficiency (TCPI 3.00), which isn't realistic. The dot is in the red corner. That is not a reason to panic — it's a reason to act, precisely.

Do this now

Cost lever
Lock a fixed supplier rate for the remaining bricks and mortar, and stop the price leak before Sides 3 & 4 begin.
Schedule lever
Add a second crew and re-sequence so the final two sides run in parallel, buying back the lost day.

Then tell the truth

Re-baseline honestly with the client using these figures, rather than promising a recovery the numbers say is impossible. Present the EAC range and the two-lever plan — that's a conversation built on evidence, not hope.

Three numbers in. Fifteen answers out. That's Earned Value Management.

04

Your turn — four site scenarios

Same wall, same plan — only reality changes. Work all fifteen questions for each scenario using the figures given, then reveal the solution to mark yourself. Scenario 1 is the one we just built together (use it to confirm your method); Scenarios 2–4 are fresh ground. The worked solutions are locked — your instructor will share the password when it’s time to mark.

THE PLAN NEVER CHANGES    4 sides · £100 each · BAC £400 · 1 side per day · 4-day programme
🔒
Solutions are locked
Enter the class password from your instructor to unlock all four worked solutions.
In troubleScenario 1

Unforeseen material costs

End of Day 2

Material costs spiked. Only Side 1 is complete, and it swallowed £300 — three times its £100 budget. Sides 2, 3 and 4 haven't started. Your line manager wants to know, before tomorrow, whether this job is in trouble and what it will take to fix.

BAC £400PV £200EV £100AC £300Built 1 of 4

Answer Q1–Q15 using these figures. Remember: EV is priced at budget (£100/side), never at actual cost.

Reveal the full solution

🔒 Locked — enter the class password in the bar above to reveal this solution.

A trade-offScenario 2

Accelerated work on Day 3

End of Day 3

After the Day-2 setback the team brought in an extra crew on Day 3 to recover the delay. It worked — Sides 2 and 3 were finished the same day, so 3 of 4 sides are up and the programme is back on track. But total spend now stands at £450. Side 4 remains. The sponsor asks: was the acceleration worth it?

BAC £400PV £300EV £300AC £450Built 3 of 4

Answer Q1–Q15 using these figures. Watch what happens to CPI when you buy back time with money.

Reveal the full solution

🔒 Locked — enter the class password in the bar above to reveal this solution.

The winScenario 3

Early completion with savings

End of Day 4 · complete

Side 4 finished slightly early on Day 4 with modest labour savings. All four sides are complete and total spend is £375. The commissioning walk-down is tomorrow morning. You need to finalise the performance report for the owner's file.

BAC £400PV £400EV £400AC £375Built 4 of 4

Answer Q1–Q15. Note how the indices behave once a project is 100% complete.

Reveal the full solution

🔒 Locked — enter the class password in the bar above to reveal this solution.

StalledScenario 4

Unexpected delay on Day 3

End of Day 3

A material shortage stalled work mid-week. By the end of Day 3 only Sides 1 and 2 are complete (2 of 4), with spend at £300. Sides 3 and 4 can't start until materials arrive. The programme said all four sides would be finished in four days — you now have one day left and only half the job done.

BAC £400PV £300EV £200AC £300Built 2 of 4

Answer Q1–Q15. Both indices land in the same place here — but for different reasons than Scenario 1.

Reveal the full solution

🔒 Locked — enter the class password in the bar above to reveal this solution.

Cross-check any answer in the workbook's Self-Check Calculator tab — type the four inputs and every metric computes for you.
* EAC (trend) = BAC ÷ CPI. Scenario 1 keeps the cheat-card figure (CPI rounded to 0.33 → ≈ £1,212; the exact value is £1,200). Scenarios 2–4 use exact CPI. The calculator rounds CPI to two decimals, so it may differ by a pound or two — that's rounding, not error.

05

Take it with you

Two files to practise offline. The workbook holds the four scenarios and a live self-check calculator; the cheat sheet puts the whole framework on a single page.

XLSX

Student Workbook

Four scenarios, fifteen questions each, plus a self-check calculator that computes every metric as you type. No answer key — that’s what the class password is for.

Excel · 8 tabs
PDF

15-Question Cheat Sheet

The entire EVM framework on one page, colour-coded by family, with the worked Scenario-1 example. Print it and keep it beside you on site.

PDF · one page (A4 landscape)