1. Cuál es la rentabilidad trimestral que puede obtener una persona al invertir el día de hoy la suma de $1.500.000 y al cabo de 3 años poder retirar $2.000.000. contemple interés compuesto.
Respuestas
Respuesta:
Tasa trimestral 2.4263 %
Explicación paso a paso:
Usamos la fórmula de interés compuesto:
M = C (1 + i )^t
M= 2,000,000
C=1,500,000
I = ???
t = 3 AÑOS (por la rentabilidad trimestral de 4 ) t= 12
Despejamos i de la fórmula y llegamos a un rsultado de 0.02426
por 4 trimestres= 0.09705 / 12 meses = 0.008088
C i interes interés trimestre
1 $1,500,000.00 0.008088 $12,131.59
2 $1,500,000.00 0.008088 $12,131.59
3 $1,500,000.00 0.008088 $12,131.59 $36,394.77
4 $1,536,394.77 0.008088 $12,425.94
5 $1,536,394.77 0.008088 $12,425.94
6 $1,536,394.77 0.008088 $12,425.94 $37,277.82
7 $1,573,672.60 0.008088 $12,727.43
8 $1,573,672.60 0.008088 $12,727.43
9 $1,573,672.60 0.008088 $12,727.43 $38,182.30
10 $1,611,854.90 0.008088 $13,036.24
11 $1,611,854.90 0.008088 $13,036.24
12 $1,611,854.90 0.008088 $13,036.24 $39,108.73
13 $1,650,963.62 0.008088 $13,352.54
14 $1,650,963.62 0.008088 $13,352.54
15 $1,650,963.62 0.008088 $13,352.54 $40,057.63
16 $1,691,021.25 0.008088 $13,676.52
17 $1,691,021.25 0.008088 $13,676.52
18 $1,691,021.25 0.008088 $13,676.52 $41,029.55
19 $1,732,050.81 0.008088 $14,008.35
20 $1,732,050.81 0.008088 $14,008.35
21 $1,732,050.81 0.008088 $14,008.35 $42,025.06
22 $1,774,075.87 0.008088 $14,348.24
23 $1,774,075.87 0.008088 $14,348.24
24 $1,774,075.87 0.008088 $14,348.24 $43,044.72
25 $1,817,120.59 0.008088 $14,696.38
26 $1,817,120.59 0.008088 $14,696.38
27 $1,817,120.59 0.008088 $14,696.38 $44,089.13
28 $1,861,209.72 0.008088 $15,052.96
29 $1,861,209.72 0.008088 $15,052.96
30 $1,861,209.72 0.008088 $15,052.96 $45,158.87
31 $1,906,368.59 0.008088 $15,418.19
32 $1,906,368.59 0.008088 $15,418.19
33 $1,906,368.59 0.008088 $15,418.19 $46,254.57
34 $1,952,623.15 0.008088 $15,792.28
35 $1,952,623.15 0.008088 $15,792.28
36 $1,952,623.15 0.008088 $15,792.28 $47,376.85
$2,000,000.00