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Similaire à Calculating interest rates for different time periods
Similaire à Calculating interest rates for different time periods (20)
Calculating interest rates for different time periods
- 1. HALLAR E.A HALLAR E.D
(1+J/m)ᴹ =(1+ἰ)ⁿ (1+J/m)ᴹ =(1+ἰ)ⁿ
(1+0,16222/2)<⁄;= (1+ἰ);⁄; (1+0,16222)<⁄=⁶:= (1+ἰ)=⁶:⁄=⁶:
(1+0,16222/2)<⁄; = 1+ ἰ (1+0,16222/2)<⁄=⁶:= 1+ ἰ
(1,081))<⁄; = 1+ἰ (1,081))<⁄=⁶: = 1+ἰ
1,168-1 =ἰ 1,004-1 =ἰ
0,168*100=ἰ 4,333*100=ἰ
ἰ = 16,879 % E.A ἰ = 0,043% E.D
HALLAR N.T HALLAR N.M
(1+ʝ/m)ᴹ = (1+ʝ/m)ᴹ (1+ʝ/m)ᴹ = (1+ʝ/m)ᴹ
(1+ 0,16222/2)<⁄> = (1+J/4)>/> (1+ 0,16222/2)<⁄;< = (1+J/12);</;<
(1+0,16222/2)<⁄>= 1+j/4 (1+0,16222/2)<⁄;<= 1+j/12
(1,081)<⁄> =j/4 (1,081)<⁄;< =j/12
1,039-1 = j /4 1,013-1 = j /12
0,039*4=j 0,013*12=j
0,159*100=j 0,156*100=j
j=15,905%N.T j=15,699%N.M
- 2. teniendo 16,222% N.S
HALLAR E.SEMANAL
(1+J/m)ᴹ =(1+ἰ)ⁿ
(1+0,16222)<⁄>⁸= (1+ἰ)>⁸/>⁸
(1+0,16222/2)<⁄>⁸= 1+ἰ
(1,081))<⁄>⁸ = 1+ἰ
1,003-1 =ἰ
3,254*100=ἰ
ἰ = 0,325% E.SEMANAL
HALLAR N.BIMENSUAL
(1+ʝ/m)ᴹ = (1+ʝ/m)ᴹ
(1+ 0,16222/2)<⁄⁶ = (1+J/6)⁶/⁶
(1+0,16222/2)<⁄⁶= 1+j/6
(1,081)<⁄⁶ =j/6
1,026-1 = j /6
0,026*6=j
0,158*100=j
j=15,802%N.BIMENSUAL
- 3. do 16,222% N.S
HALLAR E.BIMESTRAL HALLAR E.MENSUAL
(1+J/m)ᴹ =(1+ἰ)ⁿ (1+J/m)ᴹ =(1+ἰ)ⁿ
(1+0,16222)<⁄<>= (1+ἰ)<>/<> (1+0,16222)<⁄;<= (1+ἰ);</;<
(1+0,16222/2)<⁄<>= 1+ ἰ (1+0,16222/2)<⁄;<= 1+ ἰ
(1,081))<⁄<> = 1+ἰ (1,081))<⁄;< = 1+ἰ
1,006-1 =ἰ 1,013-1 =ἰ
6,519*100=ἰ 0,013*100=ἰ
ἰ = 0,651% E.BIMESTRAL ἰ = 1,308% E.MENSUAL
HALLAR N. SEMANAL HALLAR N.D
(1+ʝ/m)ᴹ = (1+ʝ/m)ᴹ (1+ʝ/m)ᴹ = (1+ʝ/m)ᴹ
(1+ 0,16222/2)<⁄>⁸ = (1+J/48)>⁸/>⁸ (1+ 0,16222/2)<⁄=⁶: = (1+J/360)=⁶:/=⁶:
(1+0,16222/2)<⁄>⁸= 1+j/48 (1+0,16222/2)<⁄=⁶:= 1+j/360
(1,081)<⁄>⁸ =j/48 (1,081)<⁄>⁸ =j/360
1,003-1 = j /48 1,000-1 = j /360
3,254*48=j 2,407*360=j
0,156*100=j 8,665*100=j
j=15,623%N.SEMANAL j=15,601%N.D
- 4. HALLAR E.TRIMESTRAL
(1+J/m)ᴹ =(1+ἰ)ⁿ
(1+0,16222)<⁄>= (1+ἰ)>/>
(1+0,16222/2)<⁄>= 1+ἰ
(1,081))<⁄> = 1+ἰ
1,039-1 =ἰ
0,039*100=ἰ
ἰ = 3,976% E.TRIMESTRAL