Respuesta :
A= P(1 + r)^n
where,
A= final balance
P= initial quantity
n= number of compounding periods
r= percentage interest rate
So,
P= $200
n= 6 years
r= 6%= 0.06
=$200(1 + 0.06)^6
=$283.70
where,
A= final balance
P= initial quantity
n= number of compounding periods
r= percentage interest rate
So,
P= $200
n= 6 years
r= 6%= 0.06
=$200(1 + 0.06)^6
=$283.70
Amount= [tex]p(1+ \frac{r}{100} )^{n} [/tex]
Amount= 200(1+0.06[tex] )^{6} [/tex]
Amount=200[tex] (1.06)^{6} [/tex]
Amount=283.70
Amount= 200(1+0.06[tex] )^{6} [/tex]
Amount=200[tex] (1.06)^{6} [/tex]
Amount=283.70