Contaduria Publica Y Admon.

PROBLEMAS, MATEMÁTICAS FINANCIERAS.
Numero | Formula. | Sustitución. | Resultado. |
30 | F=P(1+i)ⁿ | F= 15000000(1+0.0625)²⁶= | 17637802.97 |
31 | F=P(1+i)ⁿ | F= x(1+0.0233333)⁵¹=10000 |X=3084.08 |
32 | F=P(1+i)ⁿ | F=7000000(1+0.0175)¹²=8620075.205.F= 9000000(1+0.0175)¹⁸= 12298779.96.5000000+8620075.205+12298779.96.= | Option= B$25918855.17 acred$5000000 de contad |
33 | F=P(1+i)ⁿ | a) F=200000(1+0.0833)¹²=220942.61+231989.74= 452,932.35. b) F=142433.53(1+0.0833)⁴=147240.97F= 142433.53(1+0.0833)⁸= 152210.67F= 142433.53(1+0.0833)¹²=157348.11+157348.11+152210.67= 456799.75+50000= 506,799.75+147240.97 | Opcion= B |
34 | F=P(1+i)ⁿ | | |
35 | P=F/(1+i)ⁿ | P=1938/(1+0.025)³= | 1,799.99 |
36 | F=P(1+i)ⁿ | F=12000(1+0.0364)⁷= |5,730.00 |
37 | | | |
38 | N=log(F/P)/Log(1+i) | N=Log(9055.14/3600)/Log(1+0.0472)= | 19.99 Semanas |
39 | N=log(F/P)/Log(1+i) | N=Log(12300/9270)/Log(1+0.09865384615)= | 28.80 Semanas |
40 |N=log(F/P)/Log(1+i) | N=Log(2x/x)/log(1+0.06904109)= | 7.728 Años |
41 | N=log(F/P)/Log(1+i) | N=log(10000000/3540000)/log(1+0.13)= | 8.49 Años |
42 | N=log(F/P)/Log(1+i) |N=log(1.45x/x)/log(1+0.08)= | 4.82 Cuatrimestres |
43 | N=log(F/P)/Log(1+i) | N=log(346172/53000)/log(1+0.0785)= | 20 Años |
44 | N=log(F/P)/Log(1+i) | N=log(4345000/960700)/log(1+0.0535833)= | 23.53 Años |
45 |I=ⁿ√F/P -1 | I= ²⁴√7000/5000 -1 (100)= | 8.47% |
46 | I=ⁿ√F/P -1 | I=¹⁸√14500/6516.25 -1 (100)= | 3.029% Anual cap/M |
47 | I=ⁿ√F/P -1 | I= ¹⁴√2800/2300 -1 (100)= | 33.95% Anual |48 | | | |
49 | | | |
50 | I=ⁿ√F/P -1F=P(1+i)ⁿ | I=⁸√1063000000/556000000 -1(100)=F= 556000000(1+0.010597)¹²= | 8.438% anual$ 1823500000$ 1473852905 |
51 | I=ⁿ√F/P -1 | I=³√450/300 -1(100)= | 14.47% ---7.525% |
52 | F=P(1+i)ⁿ | F= 6.47(1+0.0333)¹²= | $8.90 y Δ 20 ©/mes |
53 | | | |
54 | F=P(1+i)ⁿ | F= 9225(1+1/150)³= | a)=11943.83b)=29.47%c)=$226.56 |
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