a
Middle
School
Grade 6
Grade 7
Grade 8
Grade 9
Ressource
Out Middle
High
School
Grade 10
Grade 11
Grade 11 - STMG
Grade 12 - STMG
Grade 12
Grade 12 - Comp.
Grade 12 - Exp.
Ressource
Out High
4
3
2
1
Grade 11 - STMG
/ Worksheet
10 exercises (including 1 corrected)
a
suite
(3 exercices)
function
(1 exercice)
absolute
(1 exercice)
1
2
3
4
5
6
7
8
9
A
B
C
n
u
n
v
n
1
2
3
4
5
6
7
8
0
1
2
3
4
5
6
7
8
9
10
1100
1300
1500
1700
1900
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
H
I
J
n
1
2
3
4
5
6
7
8
9
Devis
1
coût
total
de
n
mètres
forés
190
340
Devis
2
coût
du
n
e
mètre
135
139,05
coût
total
de
n
mètres
forés
135
274,05
1.
suite
E.7412
A
compan
y
offers
a
prosp
ectiv
e
emplo
y
ee
t
w
o
t
yp
es
of
con
tracts
:
Option
1
:
The
initial
salary
will
b
e
1200
e
p
er
mon
th,
with
an
increase
of
50
e
applied
eac
h
y
ear.
Option
2
:
The
initial
salary
will
b
e
1100
e
p
er
mon
th
and
an
increase
of
5
%
(multiplic
ation
factor
of
1.05
)
will
b
e
applied
eac
h
y
ear.
Note
u
n
y
our
salary
for
the
first
t
yp
e
n
y
ear
after
y
ou
start,
u
n
y
our
salary
with
form
ula
1
and
v
n
with
form
ula
2.
1
Complete
the
table
b
elo
w
:
2
a
Using
the
previous
table,
place
the
co
ordinate
p
oin
ts
in
the
grid
b
elo
w
:
(
n
;
u
n
)
;
(
n
;
v
n
)
b
Connect
these
p
oin
ts.
E.7413
In
the
summer
of
2003,
an
exceptional
heat
w
a
v
e
hit
F
rance.
Mr.
Dup
on
t
w
an
ts
to
dig
a
w
ell
at
the
b
ottom
of
his
garden.
A
natural
underground
w
ater
reserv
e
is
lo
cated
9
meters
b
elo
w
the
surface.
He
requests
quotes
for
the
drilling.
Quote
n
◦
1
Flat-rate
fee,
site
visit
:
40
e
Including
tax.
Flat
rate
p
er
meter
drilled
:
150
e
TTC
Quote
n
◦
2
No
flat
rate,
but
the
price
p
er
meter
dep
ends
on
the
depth
reac
hed
:
the
first
meter
costs
135
e
including
tax,
eac
h
sub-
sequen
t
meter
costs
3%
more
than
the
previous
one.
W
e
will
examine
these
t
w
o
quotes
to
assess
the
cost
of
drilling
a
9-meter
w
ell.
1
Examination
of
quote
1
:
What
form
ula
should
b
e
en
tered
in
cell
D6
to
obtain,
in
eac
h
cell,
after
automatic
cop
ying
to
J6
,
,
the
cost
of
the
n
th
meter
drilled?
2
Study
of
estimate
2
:
a
What
form
ula
should
b
e
en
tered
in
cell
D6
to
obtain,
after
automatic
cop
ying
to
J6
,
,
the
cost
of
the
n
th
meter
drilled
in
eac
h
cell?
b
What
form
ula
should
b
e
en
tered
in
cell
D7
to
obtain,
after
automatic
cop
ying
to
J7
,
,
the
total
cost
of
n
meters
drilled
in
eac
h
cell?
3
a
Complete
this
table.
Amoun
ts
will
b
e
rounded
to
the
nearest
cen
t.
b
What
is
the
b
est
quote
for
drilling
9
meters?
h
ttps:/
/c
hingmath.fr
sacados/7412
1
2
3
4
5
6
7
8
9
A
B
C
n
u
n
v
n
1
2
3
4
5
6
7
8
0
1
2
3
4
5
6
7
8
9
10
1100
1300
1500
1700
1900
sacados/7413
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
H
I
J
n
1
2
3
4
5
6
7
8
9
Devis
1
coût
total
de
n
mètres
forés
190
340
Devis
2
coût
du
n
e
mètre
135
139,05
coût
total
de
n
mètres
forés
135
274,05
1
2
3
4
5
6
7
A
B
C
D
Année
P
opulation
de
P
au
1
jan
vier
P
opulation
de
V
au
1
jan
vier
P
opulation
de
I
au
1
jan
vier
2002
200
000
300
000
1
2
3
4
5
6
7
A
B
C
D
Année
Nom
bre
d’utilisateurs
Quotien
t
P
ourcen
tage
d’augmen
tation
1995
34
1996
56
1,6471
1997
92
1,6429
1998
145
1,5761
1999
243
1,6759
2000
414
1,7037
1
2
3
4
5
6
7
8
9
A
B
C
n
u
n
5
0
1
2
3
4
5
6
7
q
2
E.7414
In
an
imaginary
coun
try
noted
I
,
there
is
a
capital
P
and
a
collection
of
villages
V
.
A
t
1
er
Jan
uary
2002,
P
and
V
had
200
000
and
300
000
inhab-
itan
ts
resp
ectiv
ely
.
Eac
h
y
ear,
the
p
opulation
of
P
increases
b
y
10
%
,
while
that
of
V
decreases
b
y
20
000
inhabitan
ts.
A
spreadsheet
giv
es
in
the
column
A
the
y
ears
from
2002
to
2007,
in
the
column
B
the
p
opulation
of
the
capital
P
,
in
the
column
C
the
p
opulation
of
all
villages
V
and
in
the
column
D
the
total
p
opulation
of
the
coun
try
I
as
at
1
er
Jan
uary
of
the
corresp
onding
y
ear.
1
a
Indicate
the
form
ulas
that
should
b
e
written
in
the
cells
D2
,
A3
,
B3
and
C3
in
order
to
obtain
automati-
cally
,
b
y
cop
ying
do
wn
the
y
ears
in
the
column
A
and
the
p
opulations
in
the
columns
B
,
C
and
D
.
Recall
that
an
increase
of
10
%
is
asso
ciated
with
a
m
ultiplier
co
efficien
t
of
1.1
.
b
Fill
in
the
table
pro
vided
b
elo
w
and
return
it
with
the
cop
y
2
Using
the
features
of
y
our
spreadsheet
program,
plot
the
p
opulation
curv
es
of
P
and
V
.
2.
function
E.7411
The
follo
wing
table
sho
ws
the
n
um
b
er
of
In
ternet
users
w
orldwide
(in
mil
lions)
for
the
y
ears
1995
to
2000.
Y
ear
1995
1996
1997
1998
1999
2000
Num
b
er
of
users
(in
mil
lions)
34
56
92
145
243
414
W
e
w
an
t
to
use
a
spreadsheet
to
analyze
this
data.
W
e
ha
v
e
created
the
table
pro
vided
in
App
endix
(to
b
e
submitted
with
the
cop
y)
.
1
Explain
ho
w
it
is
p
ossible
to
fill
in
column
A
without
ha
ving
to
en
ter
all
the
v
alues
con
tained
in
the
cells.
2
In
cell
C3
,
w
e
calculated
the
quotien
t
of
the
n
um
b
er
of
In
ternet
users
in
1996
divided
b
y
the
n
um
b
er
of
In
ternet
users
in
1995.
What
do
es
this
quotien
t
represen
t?
What
is
the
form
ula
to
en
ter
in
cell
C3
to
p
erform
this
calculation
and
obtain
the
n
um
b
ers
in
column
C
?
3
a
What
is
the
p
ercen
tage
increase
in
the
n
um
b
er
of
In
ternet
users
b
et
w
een
1995
and
1996?
Bet
w
een
1996
and
1997?
(Give
p
er
c
entages
r
ounde
d
to
the
ne
ar
est
whole
num-
b
er.)
b
What
form
ula
should
b
e
en
tered
in
cell
D3
to
obtain,
b
y
cop
ying
do
wn,
the
p
ercen
tage
c
hanges
in
the
n
um
b
er
of
In
ternet
users
o
v
er
the
y
ears?
c
Complete
column
D
of
the
table
in
the
app
endix
(to
b
e
submitted
with
the
cop
y)
3.
absolute
E.7407
Consider
the
sequence
u
n
defined
for
an
y
natural
n
um
b
er
n
p
ositiv
e
or
zero
(
n
∈
N
)
whic
h
is
geo-
metric
of
first
term
5
and
reason
2
.
1
En
ter
the
table
b
elo
w
in
to
y
our
spreadsheet.
h
ttps:/
/c
hingmath.fr
sacados/7414
1
2
3
4
5
6
7
A
B
C
D
Année
P
opulation
de
P
au
1
jan
vier
P
opulation
de
V
au
1
jan
vier
P
opulation
de
I
au
1
jan
vier
2002
200
000
300
000
sacados/7411
1
2
3
4
5
6
7
A
B
C
D
Année
Nom
bre
d’utilisateurs
Quotien
t
P
ourcen
tage
d’augmen
tation
1995
34
1996
56
1,6471
1997
92
1,6429
1998
145
1,5761
1999
243
1,6759
2000
414
1,7037
sacados/7407
1
2
3
4
5
6
7
8
9
A
B
C
n
u
n
5
0
1
2
3
4
5
6
7
q
2
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
A
B
C
D
E
F
T
emps
de
Clémen
t
T
emps
en
heure/min
utes/secondes
T
emps
de
Théo
T
emps
en
heure/min
utes/secondes
temps
en
secondes
temps
en
heures
heures
min
utes
secondes
1er
en
traînemen
t
2
25
57
8757
2,43
2≥ème
en
traînemen
t
2
23
26
8606
2,39
3≥ème
en
traînemen
t
2
20
39
8439
2,34
4≥ème
en
traînemen
t
2
27
7
8827
2,45
5≥ème
en
traînemen
t
2
24
19
8659
2,41
6≥ème
en
traînemen
t
2
21
37
8497
2,36
7≥ème
en
traînemen
t
2
25
21
8721
2,42
8≥ème
en
traînemen
t
2
19
56
8396
2,33
T
emps
mo
y
en
:
2
23
33
8613
2,39
temps
en
secondes
temps
en
heures
heures
min
utes
secondes
1er
en
traînemen
t
2
50
3
10203
2,83
2≥ème
en
traînemen
t
2
49
18
10158
2,83
3≥ème
en
traînemen
t
2
48
27
10107
2,81
4≥ème
en
traînemen
t
2
47
59
10079
2,80
5≥ème
en
traînemen
t
2
49
39
10179
2,83
6≥ème
en
traînemen
t
2
48
26
10106
2,81
7≥ème
en
traînemen
t
2
50
3
10203
2,83
8≥ème
en
traînemen
t
2
48
47
10127
2,81
T
emps
mo
y
en
:
2
49
12
10145
2,82
1
2
3
4
5
6
7
A
B
C
D
E
F
Nord
Sud
Est
Ouest
TOT
AL
F
o
otball
150
125
75
250
600
Handball
50
75
30
85
240
T
ennis
35
30
15
50
130
Judo
70
50
20
100
240
TOT
AL
305
280
140
485
1210
F
réquence
en
%
2
a
En
ter
the
form
ula
ˇ
=B2*C2
ı
in
cell
B3
and
cop
y
it
do
wn
to
the
cell
range
B3
:B9
.
b
Do
the
v
alues
obtained
in
the
column
B
corresp
ond
to
the
terms
of
the
sequence
u
n
?
Justify
.
3
a
En
ter
the
form
ula
ˇ
=B2*$C$2
ı
in
the
cell
B3
and
cop
y
it
do
wn
to
the
cell
range
B3
:B9
.
b
Do
the
v
alues
obtained
in
the
column
B
corresp
ond
to
the
terms
of
the
sequence
u
n
?
4.
Unclassifie
d
financial
ye
ars
E.7405
T
o
study
their
p
erformance
in
ski
races,
t
w
o
friends
Théo
and
Clémen
t
recorded
in
a
table
their
times
o
v
er
8
training
sessions
in
this
t
ypical
race.
The
table
w
as
created
using
a
spreadsheet
program.
The
table
cells
are
in
the
format
:
n
um-
b
er,
2
decimal
places.
W
e
read
that
Clémen
t
put
in
for
his
1
er
training
:
2
hours
25
min
utes
57
seconds,
or
2.43
hours.
1
a
Whic
h
form
ula
has
b
een
en
tered
in
cell
E4
,
then
copied
do
wn
to
E11
?
b
What
form
ula
w
as
en
tered
in
cell
F4
,
then
copied
do
wn
in
to
form
ula
F11
?
c
What
form
ula
w
as
en
tered
in
cell
E12
to
calculate
Clé-
men
t’s
a
v
erage
time?
2
The
t
w
o
friends
w
an
t
to
join
one
of
the
t
w
o
clubs
next
y
ear.
They
compare
their
a
v
erage
times
with
those
of
skiers
in
b
oth
clubs.
They
w
ould
lik
e
to
b
e
in
the
same
club
and
b
e
in
the
top
quarter
of
skiers.
Is
their
wish
ac
hiev
able?
Explain
y
our
answ
er.
E.7406
In
2004,
a
census
w
as
tak
en
in
a
medium-
sized
to
wn,
y
oung
p
eople
aged
10
to
15
regularly
practicing
a
team
sp
ort
(so
ccer,
handball)
or
individual
(tennis,
judo)
.
It
is
assumed
that
eac
h
y
oung
p
erson
surv
ey
ed
in
this
w
a
y
pla
ys
just
one
sp
ort.
The
cit
y
has
b
een
divided
in
to
four
sec-
tors
:
north,
south,
east
and
w
est.
The
results
are
sho
wn
in
the
table
b
elo
w
:
1
W
e
w
an
t
to
calculate
the
totals
p
er
ro
w.
What
form
ula
should
w
e
write
in
cell
F2
to
obtain
b
y
cop
ying
it
do
wn
to
F6
the
total
n
um
b
er
of
y
oung
p
eople
p
er
line?
2
W
e
w
an
t
to
calculate,
b
y
sector,
the
frequencies
of
y
oung
p
eople
practicing
an
individual
or
team
sp
ort,
relativ
e
to
the
census
p
opulation.
What
form
ula
should
w
e
write
in
cell
B7
to
obtain,
b
y
cop
ying
it
to
the
righ
t
to
F7
,
these
frequencies?
h
ttps:/
/c
hingmath.fr
chapExoCorrec/7405
sacados/7405
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
A
B
C
D
E
F
T
emps
de
Clémen
t
T
emps
en
heure/min
utes/secondes
T
emps
de
Théo
T
emps
en
heure/min
utes/secondes
temps
en
secondes
temps
en
heures
heures
min
utes
secondes
1er
en
traînemen
t
2
25
57
8757
2,43
2≥ème
en
traînemen
t
2
23
26
8606
2,39
3≥ème
en
traînemen
t
2
20
39
8439
2,34
4≥ème
en
traînemen
t
2
27
7
8827
2,45
5≥ème
en
traînemen
t
2
24
19
8659
2,41
6≥ème
en
traînemen
t
2
21
37
8497
2,36
7≥ème
en
traînemen
t
2
25
21
8721
2,42
8≥ème
en
traînemen
t
2
19
56
8396
2,33
T
emps
mo
y
en
:
2
23
33
8613
2,39
temps
en
secondes
temps
en
heures
heures
min
utes
secondes
1er
en
traînemen
t
2
50
3
10203
2,83
2≥ème
en
traînemen
t
2
49
18
10158
2,83
3≥ème
en
traînemen
t
2
48
27
10107
2,81
4≥ème
en
traînemen
t
2
47
59
10079
2,80
5≥ème
en
traînemen
t
2
49
39
10179
2,83
6≥ème
en
traînemen
t
2
48
26
10106
2,81
7≥ème
en
traînemen
t
2
50
3
10203
2,83
8≥ème
en
traînemen
t
2
48
47
10127
2,81
T
emps
mo
y
en
:
2
49
12
10145
2,82
sacados/7406
1
2
3
4
5
6
7
A
B
C
D
E
F
Nord
Sud
Est
Ouest
TOT
AL
F
o
otball
150
125
75
250
600
Handball
50
75
30
85
240
T
ennis
35
30
15
50
130
Judo
70
50
20
100
240
TOT
AL
305
280
140
485
1210
F
réquence
en
%
1
2
3
4
5
6
7
A
B
C
D
E
Année
Nom
bre
de
pa
ys
de
l’UE
(
en
mil
lions
d’habitants)
P
opulation
de
l’UE
(
en
mil
lions
d’habitants)
Augmen
tation
de
la
p
opulation
de
l’UE
(en
%
)
Sup
er∏cie
de
l’UE
(en
k
m
2
)
1957
6
210,7
1
235
103
1973
9
279,7
1
588
829
1981
10
290
1
720
455
1986
12
341,9
2
317
515
1995
15
364,1
3
150
174
2004
25
439
3
888
717
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
Désignation
de
l’
article
Prix
unitaire
(
H
T
)
T
V
A
à
5
;
5%
T
V
A
à
19
;
6
%
Prix
unitaire
TTC
Quan
tités
Prix
T
otal
T
T
C
radiateur
1
;
20
m
49,00
4
radiateur
0
;
80
m
37,00
2
thermostat
17,34
3
c
haudière
66,75
1
main
d’o
euvre
25,50
65
T
otal
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
0
à
10
fois
11à
20
fois
21
à
30
fois
31
à
40
fois
40
fois
ou
plus
T
otal
14
ans
15
ans
10
22
27
50
38
147
15
36
47
86
78
262
14
ans
15
ans
6,80
%
14,97
%
18,37
%
34,01
%
25,85
%
100,00
%
5,73
%
13,74
%
17,94
%
32,82
%
29,77
%
100,00
%
Nom
bre
de
connexions
Age
E.7408
The
Europ
ean
Union,
rated
U
E
,
grew
from
15
to
25
mem
b
er
coun
tries
on
1
er
Ma
y
2004.
T
able
2
pro
vides
information
on
the
Europ
ean
Union
eac
h
time
the
n
um
b
er
of
mem
b
er
coun
tries
c
hanges.
It
w
as
ob-
tained
using
a
table.
1
In
this
question,
w
e
are
in
terested
in
the
increase
in
the
EU
p
opulation.
a
What
form
ula
can
b
e
written
in
cell
D3
to
automat-
ically
cop
y
do
wn
the
p
ercen
tage
increase
in
the
EU
p
opulation
on
eac
h
date
of
c
hange
in
the
n
um
b
er
of
mem
b
er
coun
tries,
compared
to
the
previous
date
of
c
hange?
b
Complete
column
D
(the
r
esults
wil
l
b
e
r
ounde
d
to
two
de
cimal
plac
es)
c
Calculate
the
p
ercen
tage
increase
in
the
EU
p
opula-
tion
from
1957
to
2004.
2
In
this
question,
w
e
are
in
terested
in
the
p
opulation
den-
sit
y
of
EU
coun
tries,
i.e.
the
n
um
b
er
of
inhabitan
ts
p
er
k
m
2
(the
r
esults
wil
l
b
e
r
ounde
d
to
the
ne
ar
est
whole
num-
b
er)
.
The
table
b
elo
w
sho
ws
the
p
opulation
densities
of
EU
coun
tries
in
2004.
Coun
try
Finland
Sw
eden
Estonia
Latvia
Densit
y
15
22
30
37
Coun
try
Ireland
Lith
uania
Greece
Spain
Densit
y
55
57
78
81
Coun
try
Cyprus
Austria
Slo
v
enia
Hungary
Densit
y
91
97
98
107
Coun
try
Slo
v
akia
F
rance
P
ortugal
Denmark
Densit
y
110
118
123
Coun
try
P
oland
Czec
h
Rep.
Czec
h
Republic
Luxem
b
ourg
Italy
Densit
y
123
129
155
187
Coun
try
German
y
Ro
y
aume
Uni
Belgium
Netherlands
Malta
Densit
y
231
248
338
388
1
266
a
Giv
en
that
F
rance
had
a
p
opulation
of
61.2
million
in
2004
and
an
area
of
543
965
k
m
2
,
calculate
the
p
opula-
tion
densit
y
of
F
rance
in
2004
b
Determine
the
median
and
quartiles
of
this
series
of
densities,
then
mak
e
a
b
o
x
plot
(the
maximum
wil
l
not
b
e
include
d)
c
Calculate
the
a
v
erage
p
opulation
densit
y
of
EU
coun-
tries.
Note
that
the
a
v
erage
is
higher
than
the
median.
Explain
wh
y
.
3
This
question
fo
cuses
on
F
rance’s
p
osition
within
the
EU
in
2004.
(The
r
esults
wil
l
b
e
r
ounde
d
to
the
ne
ar
est
whole
numb
er.)
.
a
What
p
ercen
tage
of
the
EU
p
opulation
did
F
rance
rep-
resen
t
in
2004?
b
What
p
ercen
tage
of
the
EU’s
total
area
did
F
rance
rep-
resen
t
in
2004?
4
Answ
er
the
follo
wing
three
statemen
ts
with
true
or
false
:
a
The
EU
p
opulation
increased
b
y
108
%
(to
the
ne
ar
est
whole
numb
er)
b
et
w
een
1957
and
2004
b
The
EU’s
land
area
doubled
b
et
w
een
1957
and
2004.
c
A
t
least
75
%
EU
coun
tries
had
a
p
opulation
densit
y
greater
than
or
equal
to
150
in
2004.
E.7409
A
priv
ate
individual
is
fitting
out
the
house
he
has
just
b
ough
t
:
he
is
ha
ving
a
new
gas
heater
in-
stalled.
He
mak
es
a
mo
del
of
the
future
bill
on
the
basis
of
the
information
pro
vided
b
y
his
installer
;
the
latter
giv
es
him
the
prices
H
T
(excluding
tax)
.
T
o
obtain
the
prices
T
T
C
(al
l
taxes
include
d)
,
he
m
ust
add
to
the
price
H
T
the
amoun
t
of
the
T
V
A
(value-adde
d
tax)
;
this
T
V
A
is
expressed
as
a
p
er-
cen
tage
of
the
price
H
T
:
it
is
5.5
%
for
supplies
(r
adiators,
thermostat,
b
oiler)
and
19.6
%
for
lab
or.
The
unit
price
for
lab
or
is
coun
ted
b
y
the
hour.
The
table,
pro
vided
b
elo
w
represen
ts
elemen
ts
of
a
spread-
sheet
on
whic
h
the
individual
has
made
his
in
v
oice
template.
Thr
oughout
the
exer
cise
wil
l
b
e
r
ounde
d
to
the
hundr
e
dth
Complete
the
table
b
elo
w
:
E.7410
2
000
y
oung
p
eople
w
ere
ask
ed
to
coun
t
the
n
um
b
er
of
their
In
ternet
connections
for
a
giv
en
w
eek.
The
results
are
group
ed
according
to
the
age
of
the
studen
ts
in
the
table
b
elo
w
made
with
a
table.
Whic
h
of
the
follo
wing
form
ulas
is
en
tered
in
cell
B6
and
whic
h,
b
y
automatic
cop
y
in
the
cells
B6
to
G7
of
the
table
allo
ws
to
obtain
the
indicated
p
ercen
tages?
=B3/G10
;
=B3/G3
;
=B3/$G$3
;
=B3/$G$10
h
ttps:/
/c
hingmath.fr
sacados/7408
1
2
3
4
5
6
7
A
B
C
D
E
Année
Nom
bre
de
pa
ys
de
l’UE
(
en
mil
lions
d’habitants)
P
opulation
de
l’UE
(
en
mil
lions
d’habitants)
Augmen
tation
de
la
p
opulation
de
l’UE
(en
%
)
Sup
er∏cie
de
l’UE
(en
k
m
2
)
1957
6
210,7
1
235
103
1973
9
279,7
1
588
829
1981
10
290
1
720
455
1986
12
341,9
2
317
515
1995
15
364,1
3
150
174
2004
25
439
3
888
717
sacados/7409
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
Désignation
de
l’
article
Prix
unitaire
(
H
T
)
T
V
A
à
5
;
5%
T
V
A
à
19
;
6
%
Prix
unitaire
TTC
Quan
tités
Prix
T
otal
T
T
C
radiateur
1
;
20
m
49,00
4
radiateur
0
;
80
m
37,00
2
thermostat
17,34
3
c
haudière
66,75
1
main
d’o
euvre
25,50
65
T
otal
sacados/7410
1
2
3
4
5
6
7
8
A
B
C
D
E
F
G
0
à
10
fois
11à
20
fois
21
à
30
fois
31
à
40
fois
40
fois
ou
plus
T
otal
14
ans
15
ans
10
22
27
50
38
147
15
36
47
86
78
262
14
ans
15
ans
6,80
%
14,97
%
18,37
%
34,01
%
25,85
%
100,00
%
5,73
%
13,74
%
17,94
%
32,82
%
29,77
%
100,00
%
Nom
bre
de
connexions
Age
ChingMath
by ChingLab
©
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