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Samenvatting Wiskunde SMV obv Fiche 05/2016 $10.31   Add to cart
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  2.  
  3. Examencommissie
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  5. Humane Wetenschappen
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  7. Wiskunde

Summary

Samenvatting Wiskunde SMV obv Fiche 05/2016

6 reviews
 546 views  10 purchases
  • Course
  • Wiskunde
  • Institution
  • Examencommissie

Samenvatting voor wiskunde in de 3de graad humane wetenschappen. Geschikt voor examencommissie, opgesteld op basis van de fiche die geldig was in mei/augustus 2016. -- SLECHTS VIJF PAGINA'S -- Geen uitleg over kansrekenen met normaalverdeling.

Last document update: 5 year ago

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Document information

  • April 24, 2017
  • December 5, 2018
  • 5
  • 2015/2016
  • Summary

Subjects

  • wiskunde
  • aso
  • humane wetenschappen
  • 3de graad
  • middenjury
  • 3aso
  • examencommissie

Written for

  • Examencommissie
  • Humane Wetenschappen
  • Wiskunde
All documents for this subject (1)

6  reviews

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By: rafaelcamacho19 • 5 year ago

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By: ariano • 3 year ago

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By: pascaltilliet • 5 year ago

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3 pages on 10!

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By: Aaricia • 5 year ago

Translated by Google

That is not my fault, but that of Stuvia ... My entire layout is neatly laid out, but the formatting is different when it is uploaded. Send me a message via m.me/aariciah for the original. Then I hope for a better score.

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By: taratalissharma • 6 year ago

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By: steffyverheggen • 7 year ago

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By: wimsaelens • 7 year ago

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Content preview

Aaricia​ ​Herygers DIT​ ​MAG​ ​NIET​ ​DOORVERKOCHT​ ​OF​ ​DOORGEGEVEN​ ​WORDEN



A:​ ​Reële​ ​functies
A1:​ ​Reële​ ​functies
•​ ​Reële​ ​functies
1:​ ​Eerstegraadsfuncties 2:​ ​Tweedegraadsfuncties 3:​ ​Veeltermfuncties
y=ax+b​​ ​met​ ​a>0​ ​en​ ​b​ ​∈​ ​R y=ax​2​+bx+c​​ ​met​ ​a≠0​ ​en​ ​b,c​ ​∈​ ​R Een​ ​functie​ ​met​ ​een​ ​veelterm​ ​in​ ​x
Top:​ ​-b/2a




4:​ ​Rationale​ ​functies 5:​ ​Irrationale​ ​functies 6:​ ​Goniometrische​ ​functies
Gevormd​ ​door​ ​het​ ​quotiënt​ ​van Onbekende​ ​staat​ ​onder​ ​wortelteken Functie​ ​in​ ​R​ ​met​ ​sinx,​ ​cosx,​ ​tanx
twee​ ​veeltermfuncties. Vb:​ ​y= √x ​ ​met​ ​x​ ​∈​ ​R+​
Vb:​ ​y=x/(x-2)




7:​ ​Exponentiële​ ​functies 8:​ ​Logaritmische​ ​functies Exponentiële​ ​functies​ ​en
y=a​x​​ ​met​ ​ a ∈ R+0 en =/ 1 y=log​a​x logaritmische​ ​functies​ ​zijn​ ​inverse
Dom​ ​f​ ​=​ ​R​ ​en​ ​ber​ ​f​ ​=​ ​ R+0 Dom​ ​f​ ​=​ ​ R+0 ​ ​en​ ​ber​ ​f​ ​=​ ​R functies​ ​van​ ​elkaar.




•​ ​Kenmerken:
Domein,​ ​bereik,​ ​nulwaarden,​ ​extrema,​ ​symmetrie,​ ​verloopschema,​ ​tekenschema.

•​ ​(On)even​ ​functies:
Zoek​ ​het​ ​beeld​ ​van​ ​twee​ ​tegengestelde​ ​getallen​ ​(geen​ ​nulpunten).
-​ ​Zelfde​ ​beeld:​ ​even​ ​functie.​ ​Y-as​ ​=​ ​symmetrie-as.
-​ ​Tegengesteld​ ​beeld:​ ​oneven​ ​functie.​ ​Oorsprong​ ​=​ ​symmetriemiddelpunt.
-​ ​Verschillend​ ​beeld:​ ​functie​ ​is​ ​niet​ ​symmetrisch.


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