Without actual division, show that each of the following rational numb

1.	Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal. (i) 11(23×3) (ii) 73(22×33×5) (iii) 129(22×53×72) (iv) 935(v) 77210 (vi) 32147 (vii) 29343 (viii) 64455
Answer» Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal. $(i) \frac{11}{(2^{3} \times 3)} (i i) \frac{73}{(2^{2} \times 3^{3} \times 5)} (i i i) \frac{129}{(2^{2} \times 5^{3} \times 7^{2})} (i v) \frac{9}{35} (v) \frac{77}{210} (v i) \frac{32}{147} (v i i) \frac{29}{343} (v i i i) \frac{64}{455}$

Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal. (i) 11(23×3) (ii) 73(22×33×5) (iii) 129(22×53×72) (iv) 935(v) 77210 (vi) 32147 (vii) 29343 (viii) 64455

Answer»

Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal.

$(i) \frac{11}{(2^{3} \times 3)} (i i) \frac{73}{(2^{2} \times 3^{3} \times 5)} (i i i) \frac{129}{(2^{2} \times 5^{3} \times 7^{2})} (i v) \frac{9}{35} (v) \frac{77}{210} (v i) \frac{32}{147} (v i i) \frac{29}{343} (v i i i) \frac{64}{455}$

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Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal. (i) 11(23×3) (ii) 73(22×33×5) (iii) 129(22×53×72) (iv) 935(v) 77210 (vi) 32147 (vii) 29343 (viii) 64455

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