Tarea 2 Matematica Aplicada.xlsx
1. Simplifique lo siguiente: 1 mβ΅*mβ· = mβΈ m'Β² = [(π^(β4) mβΈ 2 π^(β5))/π^ = 3 = 4 β( γ 15.65 = (β12) ] ^(β2) ]
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1. Simplifique lo siguiente: 1
mβ΅*mβ· = mβΈ
m'Β² =
[(π^(β4)
mβΈ
2 π^(β5))/π^
=
3
=
4 β( γ 15.65
=
(β12) ] ^(β2) ]^(β1β3) [(π^8 β
^6)/π^5 γ ^3/ γ 9.675 γ ^ 5)
mβ΄
β»β΄ βΊ β»β΅ βΌ β»βΉ βΌ π^(6β5)=π 3833.0371 84772.476
π^(β9) =π^(3 π₯ β2 π^(β12)
=
=
=) οΏ½^(βπ)
[π^π π
]^((βπ)βπ) β0.045215 59
= 0.35625
Resuelva lo siguiente: Calcule el valor de i. Deje constancia de su precedimiento.) 5 500 (1+i)βΆ = 1500 = i =
6 (1 + i)β
β = 1.025 =
1500/500 = 3 β(1β4&1.02 5)
β( 6& 3)
=
= i = 1.103812891
1.2009
i=
1.2009 - 1 = i = 0.2009