Question

alguém bom em geratriz determine a fração geratriz A)0,666... B)0,252525... C)0,135135135... D)1,444.. E)2,717171.. F)3,521521521... G)12,333... H)17,151515... I)21,213213213... J)128,55... K)364,272727... ​

Answer 1

Resposta:

Explicação passo a passo:

A)  0,6666... = 6/9 = 2/3

B)  0,252525... = 25/99

C)  0,135135135 = 135/999 = 15/111 = 5/37

D)  1,4444... = 1 + 4/9 = 1.9+4/9 = 13/9

E)  2,717171... = 2 + 71/99 = 2.99+71/99 = 269/99

F)  3,521521521... = 3 + 521/999 = 3.999+521/999 = 3518/999

G)  12,3333... = 12 + 3/9 = 12.9+3/9 = 111/9 = 37/3

H)  17,151515... = 17 + 15/99 = 17.99+15/99 =

1698/99 = 566/33  

I)  21,213213213... = 21 + 213/999 = 21.999+213/999 = 7064/333

J)  128,5555... = 128 + 5/9 = 128.9+5/9 = 1157/9

K)  364, 272727... = 364 + 27/99 = 364.99+27/99 =

36063/99 = 4007/11