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Samenvatting formules H6
Alle formules van H6
1 / 11
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Slide 1:
Slide
Wiskunde
Middelbare school
havo, vwo
Leerjaar 2
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text slides
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Items in this lesson
Alle formules van H6
Slide 1 - Slide
Oppervlakte driehoek
O
p
p
=
2
1
⋅
b
a
s
i
s
⋅
h
o
o
g
t
e
O
p
p
=
2
1
⋅
8
⋅
3
O
p
p
=
1
2
c
m
2
Slide 2 - Slide
Oppervlakte parallellogram
O
p
p
=
b
a
s
i
s
⋅
h
o
o
g
t
e
O
p
p
=
5
⋅
3
O
p
p
=
1
5
c
m
2
Slide 3 - Slide
Oppervlakte trapezium
O
p
p
=
2
a
+
b
⋅
h
O
p
p
=
2
3
+
6
⋅
3
O
p
p
=
1
3
.
5
c
m
2
Slide 4 - Slide
Omtrek cirkel
o
m
t
r
e
k
=
π
D
o
m
t
r
e
k
=
π
⋅
6
o
m
t
r
e
k
≈
1
8
,
8
5
c
m
Slide 5 - Slide
Oppervlakte cirkel
o
p
p
=
π
r
2
o
p
p
=
π
⋅
3
2
o
p
p
=
π
⋅
9
o
p
p
=
2
8
.
2
7
c
m
2
Slide 6 - Slide
Inhoud prisma
I
n
h
=
o
p
p
g
r
o
n
d
v
l
a
k
⋅
h
o
o
g
t
e
I
n
h
=
1
8
⋅
7
I
n
h
=
1
2
6
c
m
3
Slide 7 - Slide
Inhoud cilinder
(= een prisma)
I
n
h
=
π
r
2
⋅
h
I
n
h
=
π
⋅
3
2
⋅
1
1
I
n
h
=
π
⋅
9
⋅
1
1
I
n
h
=
o
p
p
g
r
o
n
d
v
l
a
k
⋅
h
o
o
g
t
e
I
n
h
≈
3
1
1
,
0
2
c
m
3
Slide 8 - Slide
Inhoud piramide
I
n
h
=
3
1
⋅
o
p
p
g
r
o
n
d
v
l
a
k
⋅
h
o
o
g
t
e
I
n
h
=
3
1
⋅
2
4
⋅
5
I
n
h
=
4
0
c
m
3
Slide 9 - Slide
Inhoud kegel (= zelfde formule als piramide)
I
n
h
=
3
1
⋅
π
r
2
⋅
h
I
n
h
=
3
1
⋅
π
⋅
2
2
⋅
4
I
n
h
≈
1
6
,
7
6
c
m
3
I
n
h
=
3
1
⋅
o
p
p
g
r
o
n
d
v
l
a
k
⋅
h
o
o
g
t
e
Slide 10 - Slide
Inhoud bol
I
n
h
=
3
4
π
r
3
I
n
h
=
3
4
π
⋅
3
3
I
n
h
=
1
1
3
.
1
c
m
3
Slide 11 - Slide
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