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Samenvatting Wiskunde VWO hoofdstuk 8 (eindexamenstof) $3.64
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Samenvatting Wiskunde VWO hoofdstuk 8 (eindexamenstof)

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een samenvatting van heel hoofdstuk 8 die goed te begrijpen is. Als je dit hoofdstuk wilt leren is dit een samenvatting die je nodig hebt, er staat in het kort alles uitgelegd wat je precies moet weten met voorbeelden en hoe je alles precies doet wat met rijen en veranderingen te maken heeft.

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  • No
  • Hoofdstuk 8
  • April 17, 2021
  • 2
  • 2019/2020
  • Summary
  • Secondary school
  • 5
avatar-seller
Wiskunde hoofdstuk 8

Recursief: vorige term nodig Direct: je hebt de vorige term
niet nodig
Rekenkundige rij = + Un=U(n-1)+V Un=Vxn+U0
V=verschil. V= verschil U0= begin van rij
Bijv. 10-15-20-25-30-35-40 Bijv. Un=U(n-1)+5 Bijv. Un=5 x n+10
Y=aX+b
Als U(1) -> Un=V(n-1)+U1
Meetkundige rij = x Un=U(n-1)x r Un=U0 x rn
r= rede r= rede U0= begin van rij
Bijv. 4-8-16-32-64-128 Bijv. Un=U(n-1)x 2 Bijv. Un=4 x 2n
N=b x gt
Als U(1) -> Un=U1 x rn-1


Rekenmachine:
Nmin= waar je begint. Meestal 0 of 1
U(n)= formule u=second 7
U(0)= waar je mee begint in de rij. Bijv. 2
U(1)= waar je mee begint in de rij. Bijv. 2
Second grap-> kijken in de tabel

Meetkundige formule opstellen:
1000, 1200, 1440, 1728, 2073, …
1200:1000= 1,2
1440: 1200= 1,2
Etc..
Overal komt 1,2 uit, dus
Un=U(n-1)x 1,2 met U(1)= 1000

4e term die begint bij u0
0=100
1=51
2=43
3=32
4=29

Rente van 3,5% per jaar en 150 euro afschrift.
Groei= 1.035 U(n-1) -150
of
U(n-1) x 1.035-150

Un=V(n-1)+U1 met U1=17 -> U0 uitrekenen
17, 29, 41, 53, 65
Directe formule= 12n+…
U1-V=U0
17-12=5 U0=5

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