VAN = − 100000 + 21000 1.20 + 21672 1.20 2 + 22110 , 48 1.20 3 + 19499 , 72 1.20 4 + 116622 , 91 1.20 5 {\displaystyle {\mbox{VAN}}=-100000+{\frac {21000}{1.20}}+{\frac {21672}{1.20^{2}}}+{\frac {22110,48}{1.20^{3}}}+{\frac {19499,72}{1.20^{4}}}+{\frac {116622,91}{1.20^{5}}}}
Bea!!
VAN = 0 = − 100.000 + 26.040 , 00 ( 1 + T I R ) + 26.712 , 00 ( 1 + T I R ) 2 + 27.150 , 48 ( 1 + T I R ) 3 + 24.539 , 72 ( 1 + T I R ) 4 + 21.662 , 91 + 100.000 ( 1 + T I R ) 5 {\displaystyle {\mbox{VAN}}=0=-100.000+{\frac {26.040,00}{(1+TIR)}}+{\frac {26.712,00}{(1+TIR)^{2}}}+{\frac {27.150,48}{(1+TIR)^{3}}}+{\frac {24.539,72}{(1+TIR)^{4}}}+{\frac {21.662,91+100.000}{(1+TIR)^{5}}}}
VAN = 0 = C 0 + C 1 ( 1 + T I R ) + C 2 ( 1 + T I R ) 2 + C 3 ( 1 + T I R ) 3 + C 4 ( 1 + T I R ) 4 + C 5 ( 1 + T I R ) 5 {\displaystyle {\mbox{VAN}}=0=C0+{\frac {C1}{(1+TIR)}}+{\frac {C2}{(1+TIR)^{2}}}+{\frac {C3}{(1+TIR)^{3}}}+{\frac {C4}{(1+TIR)^{4}}}+{\frac {C5}{(1+TIR)^{5}}}}
V A N = 21000 ( 1 + T I R ) + 21672 ( 1 + T I R ) 2 + 22110 , 48 ( 1 + T I R ) 3 + 19499 , 72 ( 1 + T I R ) 4 + 116622 , 91 ( 1 + T I R ) 5 − 100000 = 0 {\displaystyle VAN={\frac {21000}{(1+TIR)}}+{\frac {21672}{(1+TIR)^{2}}}+{\frac {22110,48}{(1+TIR)^{3}}}+{\frac {19499,72}{(1+TIR)^{4}}}+{\frac {116622,91}{(1+TIR)^{5}}}-100000=0}
Beíta V A N = 26.040 , 00 ( 1 + T I R ) + 26.712 , 00 ( 1 + T I R ) 2 + 27.150 , 48 ( 1 + T I R ) 3 + 24.539 , 72 ( 1 + T I R ) 4 + 121.662 , 91 ( 1 + T I R ) 5 − 100000 = 0 {\displaystyle VAN={\frac {26.040,00}{(1+TIR)}}+{\frac {26.712,00}{(1+TIR)^{2}}}+{\frac {27.150,48}{(1+TIR)^{3}}}+{\frac {24.539,72}{(1+TIR)^{4}}}+{\frac {121.662,91}{(1+TIR)^{5}}}-100000=0}
Es mu facil editar, con ' los apostrofes puedes poner en negrita (Tres apostrofes) o kursiva (Dos apóstrofes) o la dos cosas a la vez (5 apóstrofes)
\frac{R [1-(1+i)^{-n}]}{i}
