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Getal en Ruimte oefentoets, Meetkunde met coördinaten (H8), VWO, SE-niveau! $3.21
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Getal en Ruimte oefentoets, Meetkunde met coördinaten (H8), VWO, SE-niveau!
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  • Course
  • Wiskunde B
  • Level
  • VWO / Gymnasium

Dit is een oefentoets die past bij de methode Getal en Ruimte, Meetkunde met coördinaten (H8), Wiskunde B. Dit is op SE-niveau en is dus voor 5 VWO'ers en 6 VWO'ers (die eindexamen gaan doen) HEEL handig. Als er iets mis is, stuur maar een persoonlijk bericht naar mij.

Last document update: 1 year ago

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Document information

  • March 28, 2023
  • March 29, 2023
  • 26
  • 2022/2023
  • Exam (elaborations)
  • Questions & answers

Subjects

  • se niveau
  • 2020
  • wiskunde b
  • oefentoets
  • vwo

Written for

  • Secondary school
  • VWO / Gymnasium
  • Wiskunde B
  • 5
All documents for this subject (262)

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yasser2005

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Gemaakt door: Yasser Sharifi
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OEFENPROEFWERK VWO B DEEL 3
HOOFDSTUK 9 EXPONENTIËLE EN LOGARITMISCHE FUNCTIES

OPGAVE 1
Bereken exact.
1p a 5log( 25
1
5)
 e
4
2 3
3p b 3ln 2  2 ln (e )
 
 e 
1
2p c 4
log(32)  4log(16)  4 log(8)


OPGAVE 2
2p a Herleid de K 120 15 tot de q  a  b  4log(c  dK ).
formule 42q5 vorm
ln(9) 1
b
Herleid
3p  3  3ln(4) tot één logaritme.
2
c Herleid
log(4) 1
 3log(729) 11 1 
1
tot één logaritme.
3
3p
2 2
e2x  2ex  3
3p d .
Herleid e2x 1



OPGAVE 3
Los exact op.
3p a 6  ln(x  3)  7 
2
1
 ln(x  3)
3p b
e2 x1  3 e2 x  0
8
5p c 1

3 log (x  4)  2 15 log(x  4)
2 2


5p d
22x1  2x4  4x  2x1


OPGAVE 4
Differentieer.
2p a f (x)  2x ln2 (x 1)
2p b
g(x) x2 1e 5x

2p c h(x)  5log(x4 1)
22 x1
2p d j(x)
 8
13
x2

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