Ihab Saad – Earned Value Analysis EV

Ihab Saad
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The speakers discuss the importance of timely updates and forecasts in managing costs and schedule for project management. They emphasize the need for timely updates and forecasts, as well as updating budgets and budgets weekly. The speakers also discuss the use of "monarch" terms in budgeting processes and the importance of monitoring project performance. They emphasize the need for transparency and understanding of the actual costs and actual costs for each project. They also discuss the use of words to report on the project's performance and the importance of monitoring and identifying actual costs and actual costs over time.

AI: Summary ©

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			Music, good afternoon,
		
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			and today we're going to talk
about a new subject related to
		
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			project scheduling, which is
measuring the project performance
		
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			through a technique called earned
value analysis.
		
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			In a recent study by the
construction industry Institute,
		
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			they found out that cost and
schedule are two very
		
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			representative measures of the
Project Health, and they found
		
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			that there's a direct correlation
between the scheduled performance
		
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			and the cost performance as
indicators of how the project is
		
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			performing in general. So the
closer the cost, the actual cost
		
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			and schedule are to the planned
values, the better the project
		
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			performance is and will be at the
end. So basically, cost and
		
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			schedule are definitely two
measures, two active and valuable
		
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			measures to gage the Project
Health and its performance from
		
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			time to time on a regular basis,
to try to forecast the end result
		
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			for that particular project.
However, measuring cost and time
		
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			or cost and schedule performance
usually have some problems, if not
		
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			not done properly. Among these
problems is that trying to measure
		
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			the schedule and cost performance
for the sake of reporting on
		
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			general project performance in
general project managers sometimes
		
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			fall in the trap of comparing
apples to oranges, and this
		
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			primarily results from comparing
two moving targets, or making a
		
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			comparison between two moving
targets at the same time without
		
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			having something to compare to. So
for example, if I want to measure
		
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			the speed of something that's
moving, I have to compare it
		
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			either to something that's
stationary or to something that's
		
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			moving at a certain speed that I
already know. So I can measure the
		
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			relative speed or the relative
difference between the two speeds.
		
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			If we do not have such benchmarks,
we will not have valid comparisons
		
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			when it comes to time and
schedule. So successful project
		
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			managers at the very beginning
should establish agreed upon
		
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			baselines related to cost and
time, and these are going to be
		
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			basically the approved budget at
the very beginning of the project
		
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			and the approved baseline schedule
that in general, the general
		
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			contractor submits to the owner
for review and approval. Once
		
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			these are established, once these
are approved, they become our
		
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			benchmarks or our measuring lines,
and we can start measuring
		
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			progress from these fixed
benchmarks. We also have to
		
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			establish some thresholds to
measure our variances. So for
		
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			example, we know that sometimes we
might be a little bit above
		
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			budget, little bit below budget or
ahead of schedule or behind
		
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			schedule. So we have to establish
thresholds, and they can be color
		
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			coded, for example. So green is
anywhere if we're performing at
		
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			schedule or on but on time plus or
minus, let's say three to 5% so if
		
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			we are in a range, little bit
ahead of schedule, little bit
		
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			behind schedule or right on
schedule, we are fine. So this can
		
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			be green.
		
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			If the range of variance is
greater than or anywhere between
		
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			five and seven or 8% for example,
it can be yellow. We are
		
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			approaching the level of danger or
warning. Anything above that is
		
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			going to become red. So again,
color coding that will go will
		
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			show us, just with a visual
inspection, how the project is
		
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			performing. So we have to
establish these thresholds from
		
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			the very beginning and monitor the
project accordingly.
		
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			So what's earned value? Earned
value analysis used to also be
		
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			known as C slash, SCSC, which is
which stands for cost slash,
		
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			schedule control systems,
criteria, very complicated name
		
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			that was invented by the
Department of Defense because they
		
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			were the first ones to use it to
measure the performance on their
		
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			projects. So in In brief, we call
it earned value analysis, or EV.
		
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			It builds on the concept of
comparing apples to apples and
		
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			oranges to oranges. So again, when
we're going to make a comparison,
		
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			it has to be a valid comparison,
and not just comparing two numbers
		
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			that are totally unrelated.
		
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			It enables the project managers,
through a simple and effective
		
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			analysis, to get timely updates
and forecasts of projects, time
		
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			and cost performance. The key word
here is timely, because if you get
		
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			the update too late,
unfortunately, its value is very
		
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			much reduced because you cannot
make any corrective actions or any
		
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			improvements on the project. So if
you get all of these updates at
		
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			the end of the project that's past
history. It's just a documentation
		
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			of the project performance,
without the ability to change any
		
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			of its outcomes. So we have to do
these on a regular basis and in a
		
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			very timely fashion. So if we're
going to update our schedule on a
		
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			weekly basis, for example, we can
generate that report or that
		
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			analysis on a weekly basis. Same.
		
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			Thing, it's very highly
recommendable that whenever you
		
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			update your schedule, you also
update your budget, so you can get
		
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			a comparison of time and cost at
the same time on a very regular
		
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			basis.
		
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			So to discuss earned value, let's
start by this short story or
		
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			example on a project that is under
construction.
		
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			The president of a company
received a call. The CEO of a
		
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			large company was contacted by his
CFO, the Chief Financial Officer,
		
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			usually an accountant, who
informed him of the following,
		
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			saying that, sir, according to the
approved schedule and our accurate
		
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			cost estimate, until this morning
we should have spent $38.5 million
		
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			on the project. So the cost
expenditure up till this morning
		
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			should have been $38.5 million
however, according to my latest
		
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			calculations, until this morning,
and this is we're talking about an
		
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			accountant who's very meticulous,
very accurate, until this morning,
		
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			we have actually spent $40.3
million
		
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			so to the account that it appears
that we have a big variance here.
		
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			That's a considerable variance, by
the way. So he says, Sir, this is
		
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			a serious matter that requires
your immediate attention. I
		
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			recommend you fire the project
manager and maybe also the Vice
		
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			President for Operations. There's
no
		
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			love lost between the two. So what
do you think if the CEO of the
		
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			company listens to that very
accurate and meticulous
		
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			accountant, Chief Accountant,
Chief Financial Officer, what
		
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			should they do if you were in that
situation? What What would you do?
		
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			The question is, do we have enough
information to make an educated
		
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			decision about something as
important as firing someone or
		
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			hiring someone or changing the
outcome of the project? So let's
		
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			see whether these numbers, as
accurate as they are, as correct
		
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			as they are, really reflect the
status of the project, or is there
		
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			something missing? And here we're
going to start with what we call
		
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			the tale of
		
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			three fruits.
		
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			So basically, through this story,
we have not only two fruits,
		
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			apples and oranges, but we must
also look at the third fruit. So
		
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			in the previous report, the CFO
made a classical mistake of
		
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			comparing an apple to an orange.
He looked at two numbers, two
		
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			different values, which really
represent an apple and an orange.
		
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			So there's nothing to compare
between an apple and an orange.
		
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			We're going to see that in just a
second. So the apple,
		
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			the apple represents the budgeted
cost to be spent on the scheduled
		
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			work, the $38.3 million or
whatever it was so. And this is
		
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			going to be called the budgeted
cost for work scheduled. Budgeted
		
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			cost because it was based on the
estimate for work schedule,
		
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			because it was based on the
baseline schedule that was
		
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			approved by the client. And that
number is the value that the CFO
		
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			told the owner, until this morning
we should have spent. Should have
		
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			spent means it was a budgeted
cost, and until this morning,
		
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			which is the work done to date,
according to the schedule, based
		
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			on the scheduled performance. And
then he told him, yet until this
		
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			morning, we have actually spent.
So now he's talking about actual
		
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			expenditure we have actually
spent. It was 40 point something
		
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			million dollars. Again, big
difference. So the orange
		
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			represents the actual cost spent
on the actual amount of work
		
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			performed,
		
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			or actual cost for work performed,
AC, WP, so we have two four letter
		
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			words, BCWS and acwp. What do we
have in common? If we try to split
		
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			these words into two parts. In the
first part, we have BC, for the
		
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			second one, we have AC. They are
not common, budgeted costs and
		
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			actual costs are quite different.
The second half is work schedule,
		
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			Ws and work performed. WP again,
work scheduled is what we should
		
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			have done. Work performed is what
we have actually accomplished. So
		
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			again, they might be different, so
there's nothing
		
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			comparable between the two terms.
Therefore, what we're going to do
		
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			is we're gonna slice this apple
into two halves, and we're gonna
		
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			slice this orange into two halves,
and we're gonna look at the hybrid
		
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			fruit that we're gonna call the
orpal, or the appenge. Orpal, half
		
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			orange, half apple, apench, half
apple, half orange. Either term is
		
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			fine with me.
		
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			So the solution is the average, or
the orphan, which looks something
		
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			like this, half apple, half
orange. When we split this apple
		
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			in halves, we took the left half
of the apple and the left half of
		
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			the Apple was BC budgeted cost.
And then when we took the half of
		
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			the orange, we took the right half
of the orange, which represents
		
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			word.
		
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			Cost, which means we are
performing under budget, which is
		
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			having some savings, and that's
definitely good. Scheduled
		
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			variance, or SV, is equal to the
earned value minus the planned
		
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			value. Again, negative is bad,
because
		
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			planned value
		
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			is greater than the earned value,
which means we are behind
		
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			schedule, and positive is good,
which means that the earned value,
		
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			what we have earned, is greater
than the planned value, which
		
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			means we have achieved more than
what we were supposed to do in the
		
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			same period of time, which means
that we are ahead of schedule.
		
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			The cost performance index,
sometimes also called cost
		
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			performance ratio. So ratio or
index is the same thing, and it
		
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			results from the Division of two
different terms. And in this case,
		
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			instead of subtracting one term
from another actual cost from
		
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			earned value, we divide earned
value by actual cost. So in this
		
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			case, we have something to be
compared to one under perfect
		
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			conditions, the earned value is
equal to the actual cost if we are
		
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			performing exactly according to
budget. So in this case, comparing
		
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			to to one, if the earned value is
greater than the actual cost,
		
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			which means that we have earned
more than what we we actually
		
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			spent, then greater than one is
good and less than one is bad,
		
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			because the actual cost is going
to exceed the earned value.
		
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			Similarly, for the schedule, if
the earned value is greater than
		
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			the planned value, greater than
one is good, because we would be
		
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			ahead of schedule. Less than one
is bad.
		
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			The estimate at completion can be
calculated in three different
		
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			ways. Either it's the budget at
completion divided by the cost
		
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			performance index, or it is the
actual cost plus the estimate to
		
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			complete, or it is the actual cost
plus budget at completion minus
		
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			earned value. Either one of these
three terms can give us the
		
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			estimate at completion, the
estimate to complete is equal to
		
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			estimate at completion minus the
actual cost.
		
00:17:04 --> 00:17:09
			Variance at completion is equal to
budget at completion, our original
		
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			budget minus estimate at
completion based on the current
		
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			progress. Positive is good, which
means that we are saving money.
		
00:17:17 --> 00:17:22
			Negative is bad, which means we're
going to finish above budget and
		
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			to complete performance index, or
TCPI, is budget at completion
		
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			minus earned value divided by
budget at completion minus actual
		
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			cost. Now, from these different
terms, the most commonly used
		
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			terms are the first four, which
are the cost variance, scheduled
		
00:17:40 --> 00:17:43
			variance, cost performance index
or cost performance ratio, and
		
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			scheduled performance index or
scheduled performance ratio. We're
		
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			going to see in a minute how to
calculate these.
		
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			So now let's look at that graph
representing the
		
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			time on the horizontal axis and
cost on the vertical axis. Now
		
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			when we look at this curve, this
reminds us of what we used to know
		
00:18:01 --> 00:18:06
			as the S curve, or the progress
curve, and the final point on that
		
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			progress curve is our budget at
completion of BAC. Now that dotted
		
00:18:10 --> 00:18:15
			vertical green line represents our
cutoff date, as we used to do in
		
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			updating, in Project updating, so
as of this cutoff date, we have
		
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			different values based on our
budget and based on our schedule.
		
00:18:26 --> 00:18:32
			Both plans, we should have spent
$38.5 million according to that
		
00:18:33 --> 00:18:36
			up to that cutoff date. However,
		
00:18:38 --> 00:18:44
			our actual cost for work performed
or actual cost is $40.3 million
		
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			and now this is the classical
mistake when the CFO made the
		
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			comparison between these two
moving targets. Notice that this
		
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			curve is not continued, because
this is actual and we don't know
		
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			how are we going to perform in the
future. We can, however, forecast
		
00:18:59 --> 00:19:02
			our future based on our current
progress. But up to this point,
		
00:19:02 --> 00:19:07
			we're just reporting past history
of actual performance, and we have
		
00:19:07 --> 00:19:11
			not projected that into the future
yet. And now we're looking for
		
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			that third term, something in
between these two, which is now
		
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			this is the forecast, as you can
see, and it's a dotted line that
		
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			shows that our estimate at
completion here is going to be
		
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			above the budget at completion if
we keep performing the same way.
		
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			So it seems that we're not doing
well. Now let's look at the third
		
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			number, the orphan that we're
looking for, and we're going to
		
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			talk later about how to perform to
calculate that number. But if that
		
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			number were here, bcwp, or earned
value, if it was some somewhere
		
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			between these two numbers, we're
going to look at different
		
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			scenarios. What if that point is
above both curves? What if it is
		
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			below both curves? What if it's in
between and what? And what's the
		
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			respective order of these points.
How does that affect our Calc?
		
00:20:00 --> 00:20:03
			Relations. We're going to talk
about that in a minute, but let's
		
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			assume for the moment that the
budgeted cost forward performed
		
00:20:07 --> 00:20:09
			was calculated equal to 39.8
		
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			so now let's look at according to
the equations that we discussed on
		
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			the previous slide. Let's
calculate our variances and our
		
00:20:17 --> 00:20:24
			indices. So the first variance is
the comparison of the apple to the
		
00:20:24 --> 00:20:28
			orange, which is equal to the
accounting variance. What we call
		
00:20:28 --> 00:20:31
			accounting variance. The reason I
did not include it on the previous
		
00:20:31 --> 00:20:35
			slide is that we as project
managers and cost engineers and so
		
00:20:35 --> 00:20:38
			on, we should not use that number.
This number is sometimes
		
00:20:38 --> 00:20:43
			mistakenly used by accountants,
but we as project managers should
		
00:20:43 --> 00:20:46
			not use that number. We should
know how it's calculated, but we
		
00:20:46 --> 00:20:50
			should not use it. The accounting
variance is equal to actual cost
		
00:20:50 --> 00:20:54
			for rule perform, minus budget,
cost for schedule, and here it
		
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			shows that we are far above our
budget. But again, that's not the
		
00:20:58 --> 00:21:01
			measure that we're looking at,
because that does not measure time
		
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			in any way.
		
00:21:04 --> 00:21:08
			Now let's start looking at
comparable numbers. Here we have
		
00:21:08 --> 00:21:15
			bcwp, which is the earned value,
and BCWS, which is the PV or the
		
00:21:15 --> 00:21:20
			planned value. What do they have
in common? BC and BC, if we remove
		
00:21:20 --> 00:21:24
			the common half of each one of
these words, we end up with word
		
00:21:24 --> 00:21:27
			performed compared to work
scheduled.
		
00:21:28 --> 00:21:31
			So if the word performed is
greater than the work scheduled,
		
00:21:31 --> 00:21:36
			if we have a positive number from
this equation, word performed is
		
00:21:36 --> 00:21:38
			greater than the work schedule,
that means that we are ahead of
		
00:21:38 --> 00:21:44
			schedule, ahead of schedule by an
amount of work equal to the value
		
00:21:44 --> 00:21:47
			or the difference between these
two, which is about $1.3 million
		
00:21:48 --> 00:21:53
			so our scheduled performance is
fine. We have achieved more work
		
00:21:53 --> 00:21:57
			than we were supposed to do or we
were planned to, up till that
		
00:21:57 --> 00:22:02
			cutoff date. So schedule wise,
we're doing well. So this is the
		
00:22:02 --> 00:22:06
			scheduled variance, and then we're
going to compare the cost
		
00:22:06 --> 00:22:12
			variance. Again, comparing an or
an orpal to an orange, the common
		
00:22:12 --> 00:22:18
			part is the or, which is, in this
case, the WP and the WP. So
		
00:22:18 --> 00:22:23
			comparing earned value to actual
cost. We're going to remove the
		
00:22:23 --> 00:22:28
			common term WP. So we're comparing
BC to AC, budgeted cost to actual
		
00:22:28 --> 00:22:32
			cost. In this case, the actual
cost is above the budgeted cost,
		
00:22:32 --> 00:22:35
			which means we're going to get a
negative value here. And as we
		
00:22:35 --> 00:22:39
			learned from the previous slide,
negative value means bad we are we
		
00:22:39 --> 00:22:44
			are over budget. So in this case,
we are over budget by about half a
		
00:22:44 --> 00:22:48
			million dollars, which is
difference between 40.3 and 39.8
		
00:22:49 --> 00:22:52
			so basically, if we want to report
on the actual status of this
		
00:22:52 --> 00:22:57
			project, we can use just two words
to report a general very brief
		
00:22:57 --> 00:23:04
			report. Is it good, good, good,
bad, bad, good or bad, bad. So is
		
00:23:04 --> 00:23:07
			the schedule good and the cost
good? So it would be good, good,
		
00:23:07 --> 00:23:11
			or the schedule is good and the
cost is bad, which is good, bad,
		
00:23:11 --> 00:23:16
			exactly what we have here. Or is
it bad, good, the schedule is bad,
		
00:23:16 --> 00:23:24
			but the cost is good or bad, bad,
which would be if that bcwp is the
		
00:23:24 --> 00:23:30
			lowest point is below acwp And
BCWS. So if the earned value falls
		
00:23:30 --> 00:23:33
			below both other point, the two
other points, if it's the lowest
		
00:23:33 --> 00:23:39
			point, then that would be a bad
bet. However, if that point is
		
00:23:39 --> 00:23:43
			above both other points. If above
the two points, then it would be
		
00:23:43 --> 00:23:47
			good, good, because in this case,
we would be ahead of schedule and
		
00:23:47 --> 00:23:50
			below budget, which is which would
be a perfect situation.
		
00:23:52 --> 00:23:56
			So the analysis results from the
previous graph, we can conclude
		
00:23:56 --> 00:24:00
			the following, the scheduled
variance is $1.3 million positive,
		
00:24:00 --> 00:24:04
			so we are ahead of schedule by an
amount of work worth $1.3 million
		
00:24:05 --> 00:24:09
			which is good, and the cost
variance, we have a negative
		
00:24:09 --> 00:24:12
			number, negative half a million,
which means the project is above
		
00:24:12 --> 00:24:17
			budget by point 5 million, which
is bad. Therefore the final
		
00:24:17 --> 00:24:19
			situation for this project is
good, bad
		
00:24:21 --> 00:24:26
			or bad, good, depending on if you
compare the cost first and then
		
00:24:26 --> 00:24:27
			the scheduled second.
		
00:24:29 --> 00:24:33
			The variances, however, however
important as they are, do not show
		
00:24:33 --> 00:24:37
			the full picture, because what if,
for example, I get a cost variance
		
00:24:37 --> 00:24:41
			of negative half a million
dollars. Okay, we are above
		
00:24:41 --> 00:24:45
			budget. But how drastic the
situation is, how bad the
		
00:24:45 --> 00:24:48
			situation is. If I were to tell
you, for example, that the value
		
00:24:48 --> 00:24:50
			of the project is $1 billion
		
00:24:51 --> 00:24:54
			so half a million compared to 1
billion,
		
00:24:55 --> 00:24:59
			that's negligible, we can recover
that covid.
		
00:30:00 --> 00:30:05
			In our schedule is going to be
represented by a cost item, cost
		
00:30:05 --> 00:30:09
			center or cost unit. So whenever
we report, we're going to report
		
00:30:09 --> 00:30:10
			on time and cost at the same time.
		
00:30:14 --> 00:30:17
			In case of emergency, use the
Pareto law 8020
		
00:30:18 --> 00:30:23
			which basically says that 20% of
the activities in the project
		
00:30:23 --> 00:30:28
			represent 80% of the cost of the
project. So I, if I cannot perform
		
00:30:28 --> 00:30:33
			time and cost control over 100% of
the activities, at least, I'm
		
00:30:33 --> 00:30:37
			gonna focus on the 20% of the
activities that represent 80% of
		
00:30:37 --> 00:30:41
			the total project cost. And that
would give me an acceptable level
		
00:30:41 --> 00:30:46
			of control. It's not perfect, but
80% is not too bad, either,
		
00:30:46 --> 00:30:50
			especially that it's achieved with
only monitoring, monitoring 20% of
		
00:30:50 --> 00:30:55
			the activities. And how do we get
these 20% of the activities? This
		
00:30:55 --> 00:30:56
			is for another discussion.
		
00:30:58 --> 00:31:02
			Now here, here's an example that
shows a very simple example on a
		
00:31:02 --> 00:31:08
			network represented by six
activities, A through F. And this
		
00:31:08 --> 00:31:12
			is the duration in weeks for each
activity, and this is the
		
00:31:12 --> 00:31:16
			precedence, which means what are
the IPAs? So A and B are the
		
00:31:16 --> 00:31:19
			beginning activities for this
project. And then we have here the
		
00:31:19 --> 00:31:23
			succession of the different
activities, and we also have
		
00:31:23 --> 00:31:27
			budgeted cost per week. And this
is obtained from our estimate.
		
00:31:27 --> 00:31:30
			Budgeted cost per week. How much
do we expect to spend on this
		
00:31:30 --> 00:31:36
			activity per week according to the
estimate? And then here we have a
		
00:31:36 --> 00:31:39
			blank column where we have to
calculate the total budget. And
		
00:31:39 --> 00:31:42
			very easily, the total budget is
going to be obtained by
		
00:31:42 --> 00:31:47
			multiplying the budgeted cost per
week times the duration in weeks.
		
00:31:47 --> 00:31:50
			So basically, for activity A, for
example, it would be $690
		
00:31:52 --> 00:31:55
			for activity B, it would be six
times 280, and so on and so forth.
		
00:31:55 --> 00:32:01
			By adding these numbers together,
what we're going to get is, what
		
00:32:02 --> 00:32:09
			if you said BC WP, if you said
BCWS, that would be half correct
		
00:32:09 --> 00:32:13
			and half incorrect, because it
would be BCWS only at the end of
		
00:32:13 --> 00:32:19
			the project, not at the time we
are measuring BCWS at the end of
		
00:32:19 --> 00:32:23
			the project is basically what we
call BAC, or the budget at
		
00:32:23 --> 00:32:27
			completion. Therefore the sum of
these numbers is not going to be
		
00:32:27 --> 00:32:29
			used in our equation whatsoever.
		
00:32:30 --> 00:32:33
			Now the problem is, or the
question is, at the end of week
		
00:32:33 --> 00:32:37
			nine, which is our cutoff date,
our green line, the actual project
		
00:32:37 --> 00:32:42
			status was as follows. These
numbers were calculated from the
		
00:32:42 --> 00:32:45
			site, and this progress was
reported from the site for
		
00:32:45 --> 00:32:48
			activity, it was 100% complete, so
PCT, 100%
		
00:32:49 --> 00:32:53
			therefore it was complete. B, 100%
C, 75%
		
00:32:54 --> 00:32:58
			D, 0% E, 60% and F, 50%
		
00:32:59 --> 00:33:03
			and these are the actual costs of
each one of these activities,
		
00:33:03 --> 00:33:09
			actual cost, actual cost up to the
end of week nine. So actual cost
		
00:33:09 --> 00:33:13
			for the work performed up till the
end of week nine. Therefore, if we
		
00:33:13 --> 00:33:19
			add these numbers together, that's
going to give us the acwp at the
		
00:33:19 --> 00:33:20
			end of week nine.
		
00:33:21 --> 00:33:24
			Now we need to calculate the
earned value. What is the earned
		
00:33:24 --> 00:33:29
			value up till the end of week nine
as well. So for each activity
		
00:33:29 --> 00:33:32
			here, we have assumed a linear
relationship between cost and
		
00:33:32 --> 00:33:37
			schedule, and that the BCWS is
determined from the earliest start
		
00:33:37 --> 00:33:41
			date. So assuming a linear
relationship between cost and
		
00:33:41 --> 00:33:46
			schedule, which means that the
cost is uniformly distributed
		
00:33:46 --> 00:33:48
			along the duration of the
activity. That's why we mentioned
		
00:33:48 --> 00:33:51
			that the cost is the same for each
week. This is the assumption that
		
00:33:51 --> 00:33:56
			we need. So the question now is,
how are we going to determine
		
00:33:56 --> 00:34:00
			whether this project is ahead of
schedule, behind schedule, on
		
00:34:00 --> 00:34:04
			budget, above budget, below
budget, and we're going to try to
		
00:34:04 --> 00:34:06
			measure the cost variance,
scheduled variance,
		
00:34:07 --> 00:34:12
			and the CPI and the SPI. So what
we need to do here is to draw a
		
00:34:12 --> 00:34:15
			cumulative cost curve for this
project, showing the duration and
		
00:34:15 --> 00:34:19
			cost, which is basically our s or
progress curve. And then we need
		
00:34:19 --> 00:34:25
			on that curve to identify acwp or
actual cost BCWS, or planned
		
00:34:25 --> 00:34:31
			value. Bcwp or earned value, CV,
cost variance, SV, scheduled
		
00:34:31 --> 00:34:35
			variance on the curve. And we need
also to determine the values of
		
00:34:35 --> 00:34:39
			the CPR or CPI cost performance
ratio, or cost performance index,
		
00:34:40 --> 00:34:44
			and SPR or SPI schedule
performance ratio or scheduled
		
00:34:44 --> 00:34:49
			performance index. And finally, in
your expert opinion, what is the
		
00:34:49 --> 00:34:53
			status of this project, schedule
wise and cost wise. So are we
		
00:34:53 --> 00:34:56
			ahead of schedule? Behind
schedule, above budget, below
		
00:34:56 --> 00:34:59
			budget? Is it good, good, good,
bad, bad, bad, good or bad, bad.
		
00:35:00 --> 00:35:03
			Ed, this is what we're going to
answer through solving that
		
00:35:03 --> 00:35:06
			example in the next presentation.