workshop H9

Workshop over H9

SO vrijdag 19 maart

6e uur

Online voor H3B en H3C,

Op school H3A (op laptop of papier)

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Slide 1: Diapositive

WiskundeMiddelbare schoolhavoLeerjaar 3

Cette leçon contient 43 diapositives, avec quiz interactifs et diapositives de texte.

Éléments de cette leçon

Workshop over H9

SO vrijdag 19 maart

6e uur

Online voor H3B en H3C,

Op school H3A (op laptop of papier)

Slide 1 - Diapositive

H9 gaat over 3 onderwerpen

1. (Letter)rekenen met breuken

2. (letter)rekenen met machten

3. (Letter)rekenen met wortels

Slide 2 - Diapositive

Rekenregels (krijg je erbij)

Breuken machten wortels

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ b ​} = \frac{​ a + c ​ ​}{​ b ​}

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ d ​} = \frac{​ a d + c b ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​} \cdot \frac{​ c ​ ​}{​ d ​} = \frac{​ a c ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​}

g^{​ a ​ ​} \cdot g^{​ b ​ ​} = g^{​ a + b ​ ​}

(g^{​ a ​ ​})^{​ b ​ ​} = g^{​ a \cdot b ​ ​}

\frac{​ c ​ ​}{​ d ​} = \frac{​ a ​ ​}{​ b ​} \cdot \frac{​ d ​ ​}{​ c ​} = \frac{​ a d ​ ​}{​ b c ​}

\frac{​ g ^{​ a ​ ​} ​ ​}{​ g ^{​ b ​ ​} ​} = g^{​ a - b ​ ​}

\sqrt ​ a ​ ​ ​ \cdot \sqrt ​ b ​ ​ ​ = \sqrt ​ a \cdot b ​ ​ ​

\sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​ = \sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​

\frac{​ \sqrt ​ a ​ ​ ​ ​ ​}{​ \sqrt ​ b ​ ​ ​ ​} = \sqrt ​ \frac{​ a ​ ​}{​ b ​} ​ ​ ​

(\frac{​ a ​ ​}{​ b ​})^{​ n ​ ​} = \frac{​ a ^{​ n ​ ​} ​ ​}{​ b ^{​ n ​ ​} ​}

(a \cdot b)^{​ n ​ ​} = a^{​ n ​ ​} \cdot b^{​ n ​ ​}

Slide 3 - Diapositive

rekenen met breuken

\frac{​ 2 5 x + 2 0 ​ ​}{​ 5 0 ​}

Slide 4 - Diapositive

rekenen met breuken

\frac{​ 2 5 x + 2 0 ​ ​}{​ 5 0 ​} = \frac{​ 2 5 x ​ ​}{​ 5 0 ​} + \frac{​ 2 0 ​ ​}{​ 5 0 ​} =

Slide 5 - Diapositive

rekenen met breuken

\frac{​ 2 5 x + 2 0 ​ ​}{​ 5 0 ​} = \frac{​ 2 5 x ​ ​}{​ 5 0 ​} + \frac{​ 2 0 ​ ​}{​ 5 0 ​} = \frac{​ 1 x ​ ​}{​ 2 ​} + \frac{​ 2 ​ ​}{​ 5 ​} = \frac{​ x ​ ​}{​ 2 ​} + \frac{​ 2 ​ ​}{​ 5 ​}

Slide 6 - Diapositive

rekenen met machten

(\frac{​ 2 ​ ​}{​ 3 ​} + 2 x - 5 + 4 x^{​ 2 ​ ​} y)^{​ 3 ​ ​}

Slide 7 - Diapositive

Rekenregels (krijg je erbij)

Breuken machten wortels

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ b ​} = \frac{​ a + c ​ ​}{​ b ​}

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ d ​} = \frac{​ a d + c b ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​} \cdot \frac{​ c ​ ​}{​ d ​} = \frac{​ a c ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​}

g^{​ a ​ ​} \cdot g^{​ b ​ ​} = g^{​ a + b ​ ​}

(g^{​ a ​ ​})^{​ b ​ ​} = g^{​ a \cdot b ​ ​}

\frac{​ c ​ ​}{​ d ​} = \frac{​ a ​ ​}{​ b ​} \cdot \frac{​ d ​ ​}{​ c ​} = \frac{​ a d ​ ​}{​ b c ​}

\frac{​ g ^{​ a ​ ​} ​ ​}{​ g ^{​ b ​ ​} ​} = g^{​ a - b ​ ​}

\sqrt ​ a ​ ​ ​ \cdot \sqrt ​ b ​ ​ ​ = \sqrt ​ a \cdot b ​ ​ ​

\sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​ = \sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​

\frac{​ \sqrt ​ a ​ ​ ​ ​ ​}{​ \sqrt ​ b ​ ​ ​ ​} = \sqrt ​ \frac{​ a ​ ​}{​ b ​} ​ ​ ​

(\frac{​ a ​ ​}{​ b ​})^{​ n ​ ​} = \frac{​ a ^{​ n ​ ​} ​ ​}{​ b ^{​ n ​ ​} ​}

(a \cdot b)^{​ n ​ ​} = a^{​ n ​ ​} \cdot b^{​ n ​ ​}

Slide 8 - Diapositive

rekenen met machten

(\frac{​ 2 ​ ​}{​ 3 ​} + 2 x - 5 + 4 x^{​ 2 ​ ​} y)^{​ 3 ​ ​}

Slide 9 - Diapositive

rekenen met machten

(\frac{​ 2 ​ ​}{​ 3 ​} + 2 x - 5 + 4 x^{​ 2 ​ ​} y)^{​ 3 ​ ​}

(\frac{​ 2 ​ ​}{​ 3 ​})^{​ 3 ​ ​} + (2 x)^{​ 3 ​ ​} + (- 5)^{​ 3 ​ ​} + 4^{​ 3 ​ ​} x^{​ 6 ​ ​} y^{​ 3 ​ ​}

Slide 10 - Diapositive

rekenen met machten

(\frac{​ 2 ​ ​}{​ 3 ​} + 2 x - 5 + 4 x^{​ 2 ​ ​} y)^{​ 3 ​ ​}

(\frac{​ 2 ​ ​}{​ 3 ​})^{​ 3 ​ ​} + (2 x)^{​ 3 ​ ​} + (- 5)^{​ 3 ​ ​} + 4^{​ 3 ​ ​} x^{​ 6 ​ ​} y^{​ 3 ​ ​}

\frac{​ 2 ^{​ 3 ​ ​} ​ ​}{​ 3 ^{​ 3 ​ ​} ​} + 8 x^{​ 3 ​ ​} + - 125 + 64 x^{​ 6 ​ ​} y^{​ 3 ​ ​}

Slide 11 - Diapositive

rekenen met machten

(\frac{​ 2 ​ ​}{​ 3 ​} + 2 x - 5 + 4 x^{​ 2 ​ ​} y)^{​ 3 ​ ​}

(\frac{​ 2 ​ ​}{​ 3 ​})^{​ 3 ​ ​} + (2 x)^{​ 3 ​ ​} + (- 5)^{​ 3 ​ ​} + 4^{​ 3 ​ ​} x^{​ 6 ​ ​} y^{​ 3 ​ ​}

\frac{​ 8 ​ ​}{​ 2 7 ​} + 8 x^{​ 3 ​ ​} + - 125 + 64 x^{​ 6 ​ ​} y^{​ 3 ​ ​}

Slide 12 - Diapositive

Rekenen met machten en breuken

\frac{​ 1 5 x ^{​ 3 ​ ​} y ​ ​}{​ 5 x y ​}

Slide 13 - Diapositive

Rekenregels (krijg je erbij)

Breuken machten wortels

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ b ​} = \frac{​ a + c ​ ​}{​ b ​}

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ d ​} = \frac{​ a d + c b ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​} \cdot \frac{​ c ​ ​}{​ d ​} = \frac{​ a c ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​}

g^{​ a ​ ​} \cdot g^{​ b ​ ​} = g^{​ a + b ​ ​}

(g^{​ a ​ ​})^{​ b ​ ​} = g^{​ a \cdot b ​ ​}

\frac{​ c ​ ​}{​ d ​} = \frac{​ a ​ ​}{​ b ​} \cdot \frac{​ d ​ ​}{​ c ​} = \frac{​ a d ​ ​}{​ b c ​}

\frac{​ g ^{​ a ​ ​} ​ ​}{​ g ^{​ b ​ ​} ​} = g^{​ a - b ​ ​}

\sqrt ​ a ​ ​ ​ \cdot \sqrt ​ b ​ ​ ​ = \sqrt ​ a \cdot b ​ ​ ​

\sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​ = \sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​

\frac{​ \sqrt ​ a ​ ​ ​ ​ ​}{​ \sqrt ​ b ​ ​ ​ ​} = \sqrt ​ \frac{​ a ​ ​}{​ b ​} ​ ​ ​

(\frac{​ a ​ ​}{​ b ​})^{​ n ​ ​} = \frac{​ a ^{​ n ​ ​} ​ ​}{​ b ^{​ n ​ ​} ​}

(a \cdot b)^{​ n ​ ​} = a^{​ n ​ ​} \cdot b^{​ n ​ ​}

Slide 14 - Diapositive

Rekenen met machten en breuken

\frac{​ 1 5 x ^{​ 3 ​ ​} y ​ ​}{​ 5 x y ​}

Slide 15 - Diapositive

Rekenen met machten en breuken

\frac{​ 1 5 x ^{​ 3 ​ ​} y ​ ​}{​ 5 x y ​} = 3 x^{​ 2 ​ ​}

Slide 16 - Diapositive

Rekenen met wortels

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​

Slide 17 - Diapositive

Rekenregels (krijg je erbij)

Breuken machten wortels

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ b ​} = \frac{​ a + c ​ ​}{​ b ​}

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ d ​} = \frac{​ a d + c b ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​} \cdot \frac{​ c ​ ​}{​ d ​} = \frac{​ a c ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​}

g^{​ a ​ ​} \cdot g^{​ b ​ ​} = g^{​ a + b ​ ​}

(g^{​ a ​ ​})^{​ b ​ ​} = g^{​ a \cdot b ​ ​}

\frac{​ c ​ ​}{​ d ​} = \frac{​ a ​ ​}{​ b ​} \cdot \frac{​ d ​ ​}{​ c ​} = \frac{​ a d ​ ​}{​ b c ​}

\frac{​ g ^{​ a ​ ​} ​ ​}{​ g ^{​ b ​ ​} ​} = g^{​ a - b ​ ​}

\sqrt ​ a ​ ​ ​ \cdot \sqrt ​ b ​ ​ ​ = \sqrt ​ a \cdot b ​ ​ ​

\sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​ = \sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​

\frac{​ \sqrt ​ a ​ ​ ​ ​ ​}{​ \sqrt ​ b ​ ​ ​ ​} = \sqrt ​ \frac{​ a ​ ​}{​ b ​} ​ ​ ​

(\frac{​ a ​ ​}{​ b ​})^{​ n ​ ​} = \frac{​ a ^{​ n ​ ​} ​ ​}{​ b ^{​ n ​ ​} ​}

(a \cdot b)^{​ n ​ ​} = a^{​ n ​ ​} \cdot b^{​ n ​ ​}

Slide 18 - Diapositive

Rekenen met wortels

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​

Slide 19 - Diapositive

Rekenen met wortels

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 \cdot 25 \cdot x^{​ 2 ​ ​} ​ ​ ​

Slide 20 - Diapositive

Rekenen met wortels

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 \cdot 25 \cdot x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 ​ ​ ​ \cdot \sqrt ​ 25 ​ ​ ​ \cdot \sqrt ​ x^{​ 2 ​ ​} ​ ​ ​

Slide 21 - Diapositive

Rekenen met wortels

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 \cdot 25 \cdot x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 ​ ​ ​ \cdot \sqrt ​ 25 ​ ​ ​ \cdot \sqrt ​ x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 ​ ​ ​ \cdot 5 \cdot x

Slide 22 - Diapositive

Rekenen met wortels

= 5 x \sqrt ​ 3 ​ ​ ​

\sqrt ​ 75 x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 \cdot 25 \cdot x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 ​ ​ ​ \cdot \sqrt ​ 25 ​ ​ ​ \cdot \sqrt ​ x^{​ 2 ​ ​} ​ ​ ​ = \sqrt ​ 3 ​ ​ ​ \cdot 5 \cdot x

Slide 23 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​

Slide 24 - Diapositive

Rekenregels (krijg je erbij)

Breuken machten wortels

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ b ​} = \frac{​ a + c ​ ​}{​ b ​}

\frac{​ a ​ ​}{​ b ​} + \frac{​ c ​ ​}{​ d ​} = \frac{​ a d + c b ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​} \cdot \frac{​ c ​ ​}{​ d ​} = \frac{​ a c ​ ​}{​ b d ​}

\frac{​ a ​ ​}{​ b ​}

g^{​ a ​ ​} \cdot g^{​ b ​ ​} = g^{​ a + b ​ ​}

(g^{​ a ​ ​})^{​ b ​ ​} = g^{​ a \cdot b ​ ​}

\frac{​ c ​ ​}{​ d ​} = \frac{​ a ​ ​}{​ b ​} \cdot \frac{​ d ​ ​}{​ c ​} = \frac{​ a d ​ ​}{​ b c ​}

\frac{​ g ^{​ a ​ ​} ​ ​}{​ g ^{​ b ​ ​} ​} = g^{​ a - b ​ ​}

\sqrt ​ a ​ ​ ​ \cdot \sqrt ​ b ​ ​ ​ = \sqrt ​ a \cdot b ​ ​ ​

\sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​ = \sqrt ​ a ​ ​ ​ + \sqrt ​ b ​ ​ ​

\frac{​ \sqrt ​ a ​ ​ ​ ​ ​}{​ \sqrt ​ b ​ ​ ​ ​} = \sqrt ​ \frac{​ a ​ ​}{​ b ​} ​ ​ ​

(\frac{​ a ​ ​}{​ b ​})^{​ n ​ ​} = \frac{​ a ^{​ n ​ ​} ​ ​}{​ b ^{​ n ​ ​} ​}

(a \cdot b)^{​ n ​ ​} = a^{​ n ​ ​} \cdot b^{​ n ​ ​}

Slide 25 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​

Slide 26 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​ = \sqrt ​ \frac{​ 1 6 ​ ​}{​ 9 ​} ​ ​ ​

Slide 27 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​ = \sqrt ​ \frac{​ 1 6 ​ ​}{​ 9 ​} ​ ​ ​ = \frac{​ \sqrt ​ 1 6 ​ ​ ​ ​ ​}{​ \sqrt ​ 9 ​ ​ ​ ​}

Slide 28 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​ = \sqrt ​ \frac{​ 1 6 ​ ​}{​ 9 ​} ​ ​ ​ = \frac{​ \sqrt ​ 1 6 ​ ​ ​ ​ ​}{​ \sqrt ​ 9 ​ ​ ​ ​} = \frac{​ 4 ​ ​}{​ 3 ​}

Slide 29 - Diapositive

Rekenen met wortels

\sqrt ​ 1 \frac{​ 7 ​ ​}{​ 9 ​} ​ ​ ​ = \sqrt ​ \frac{​ 1 6 ​ ​}{​ 9 ​} ​ ​ ​ = \frac{​ \sqrt ​ 1 6 ​ ​ ​ ​ ​}{​ \sqrt ​ 9 ​ ​ ​ ​} = \frac{​ 4 ​ ​}{​ 3 ​} = 1 \frac{​ 1 ​ ​}{​ 3 ​}

Slide 30 - Diapositive

De regels worden steeds gecombineerd

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} =

Slide 31 - Diapositive

De regels worden steeds gecombineerd

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} = \frac{​ 4 ^{​ 6 x + 6 ​ ​} ​ ​}{​ ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} ​}

Slide 32 - Diapositive

De regels worden steeds gecombineerd

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} = \frac{​ 4 ^{​ 6 x + 6 ​ ​} ​ ​}{​ 4 ^{​ 6 ​ ​} ​} =

Slide 33 - Diapositive

De regels worden steeds gecombineerd

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} = \frac{​ 4 ^{​ 6 x + 6 ​ ​} ​ ​}{​ 4 ^{​ 6 ​ ​} ​} = 4^{​ 6 x ​ ​}

Slide 34 - Diapositive

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} =

\frac{​ 4 ^{​ 5 x ​ ​} \cdot ( 4 ^{​ 2 ​ ​} ) ^{​ 3 ​ ​} \cdot 4 ^{​ x ​ ​} ​ ​}{​ 1 6 ^{​ 3 ​ ​} ​} =

Slide 35 - Question ouverte

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} =

Slide 36 - Diapositive

Slide 37 - Question ouverte

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} =

Slide 38 - Diapositive

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} = \sqrt ​ \frac{​ 5 4 k ^{​ 2 ​ ​} ​ ​}{​ 6 k ​} ​ ​ ​

Slide 39 - Diapositive

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} = \sqrt ​ \frac{​ 5 4 k ^{​ 2 ​ ​} ​ ​}{​ 6 k ​} ​ ​ ​ = \sqrt ​ \frac{​ 9 \cdot 6 \cdot k \cdot k ​ ​}{​ 6 \cdot k ​} ​ ​ ​

Slide 40 - Diapositive

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} = \sqrt ​ \frac{​ 5 4 k ^{​ 2 ​ ​} ​ ​}{​ 6 k ​} ​ ​ ​ = \sqrt ​ \frac{​ 9 \cdot 6 \cdot k \cdot k ​ ​}{​ 6 \cdot k ​} ​ ​ ​ = \sqrt ​ 9 k ​ ​ ​

Slide 41 - Diapositive

gecombineerde regels

\frac{​ \sqrt ​ 5 4 k ^{​ 2 ​ ​} ​ ​ ​ ​ ​}{​ \sqrt ​ 6 k ​ ​ ​ ​} = \sqrt ​ \frac{​ 5 4 k ^{​ 2 ​ ​} ​ ​}{​ 6 k ​} ​ ​ ​ = \sqrt ​ \frac{​ 9 \cdot 6 \cdot k \cdot k ​ ​}{​ 6 \cdot k ​} ​ ​ ​ = \sqrt ​ 9 k ​ ​ ​ = 3 \sqrt ​ k ​ ​ ​

Slide 42 - Diapositive

zijn er nog vragen?

Slide 43 - Question ouverte

workshop H9

Éléments de cette leçon

Slide 1 - Diapositive

Slide 2 - Diapositive

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Slide 32 - Diapositive

Slide 33 - Diapositive

Slide 34 - Diapositive

Slide 35 - Question ouverte

Slide 36 - Diapositive

Slide 37 - Question ouverte

Slide 38 - Diapositive

Slide 39 - Diapositive

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Slide 42 - Diapositive

Slide 43 - Question ouverte

Plus de leçons comme celle-ci

Herhalen H9

9.4 rekenen met wortels

H8 en 9 start

9.4 rekenen met wortels

H9 toets

Samenvatting H9 Rekenen met variabelen

3C_9.4 rekenen met wortels

Herhaling H9 Rekenen met variabelen + H11 Vergelijkingen en ongelijkheden