Interes Simple y Compuesto

Clasificado en Matemáticas

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Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n

Amebas: N= 2T; N= 2 t/T; N= N0·2t/T; IS: M= C+ (I·t)
IC: M= C(1+i/100)n; C=M/(1+i/100)n; i=100(n?M/C -1)
n= ( logM - logC ) / log(1+i/100)
n