Summary
Samenvatting Kort formuleblad wiskunde
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Een kort formuleblad met de belangrijkste formules voor het tentamen. Ook staan er 2 voorbeelden in hoe je een lineaire en annuïteiten hypotheek moet berekenen.
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DSC1520 Assignment 3 (COMPLETE ANSWERS) Semester 2 2024 - DUE September 2024 ; 100% TRUSTED Complete, trusted solutions and explanations.
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Directe formule rekenkundige rij: T k =a+ ( k−1 )∗dk−1
Directe formule meetkundig rij: T k =a∗r
n
Directe formule rekenkundige reeks: Sn= ¿
2
n
a (1−r )
Directe formule meetkundige reeks: Sn=
1−r
Met a= startwaarde, k/n= de hoeveelste, d= verschil, r= factor,
Pt
Enkelvoudige intrest: Pt =P0 (1+i∗t ) of P0=
1+i∗t
t
Pt
Samengestelde intrest: Pt =P0 (1+i) of P0= t
(1+ i)
t∗m
Pt
i P 0=
Samengestelde intrest per periode: Pt =P0 (1+ ) of i t∗m
m (1+ )
m
−n
1−(1+i)
Samengestelde intrest met inleg: T
i
Met Pt = waarde na t jaren, P0= ingelegde bedrag, i= intrest, T= inleg, n= tijd, t= tijd
Pt
NCW= P0=
(1+ i)t
Met Pt = bedrag dat je terug moet rekenen, i= intrest, t= tijd
NCW >0 dan ga je investeren
NCW <0 dan ga je niet investeren
IRR is het rentepercentage bij NWC=0
i1∗NCW 2−i 2∗NCW 1
IRR= je kiest hierbij 2 NCW die boven en onder de 0 liggen en vult deze in
NCW 2−NCW 1
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