Dit is een samenvatting van hoofdstuk 5 Machten, exponenten en logaritmen van Getal en ruimte deel 2. Je kunt het gebruiken voor een proefwerk, SE en CE.
But a few points highlighted, I do not find a summary of an entire chapter!
By: xninaxx • 3 year ago
Translated by Google
Hi Sandra,
Too bad it doesn't meet your expectations. Most of the time, mathematics is about memorising formulas and applying them through exercises. At least that's how I used to learn for math. That's why the summaries only highlight points, because you don't have to learn more in mathematics than that. 
Greetings,
Nina
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Hoofdstuk 5 Machten, exponenten en logaritmen
Voorkennis Herleiden van machten
a❑ p⋅a❑q= a❑ p+q
a❑ p p−q
q = a❑
a❑
(a❑ p)❑q= a❑ pq
(ab)❑ p= a❑ pb❑ p
§1 Machten en wortels
x❑0= 1
1
a❑−n=
a❑n
√n A ⋅B = √n A ⋅√n B
1 p
❑q = √ a ❑q =
q
a a √q p
§2 Wortelformules
Beginpunt √ ❑ → … = 0
Domein = x-as
Bereik = y-as
Het algebraïsch oplossen van wortelvergelijkingen:
1 Isoleer: zet de wortel apart
2 Kwadrateer
3 Controleer
§3 Exponentiële functies
g❑ A= g❑B geeft A = B
§4 Logaritmen
❑g log (g ❑a )= a
❑g log (x )= y → x = g❑ y
log(x) = ❑10log(x)
a❑x = c → x = ❑alog(c)
Translaties
- grafiek a omhoog hele formule + a
- verm. t.o.v. x-as met factor a hele formule ⋅a
- grafiek schuift a naar rechts vervang elke x door (x-a)
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