Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal.
(i)` 121/((2^(3)xx 3^(2)xx 7^(5)))` (ii) ` 17/90` (iii) ` 53/343` (iv) ` 66/180`

Without actual division , show that each of the following rational numbers is expressible as a terminating decimal : 11/55

Without actual division , show that each of the following rational numbers is expressible as a non - terminating and repeating decimal : 27/38

Without actual division, show that each of the following rational numbers is a nonterminating repeating decimal. (i) 11/((2^(3) xx3) (ii) 73/((2^(2) xx 3^(3) xx5)) (iii) 129/((2^(2) xx 5^(3) xx 7^(2)) (iv) 9/35 (v) 77/210 (vi) 32/147 (vii) 29/343 (viii) 64/455

Without actual division , show that each of the following rational numbers is expressible as a non - terminating and repeating decimal : 25/66

Without actual division , show that each of the following rational numbers is expressible as a non - terminating and repeating decimal : 5/6

Without actual division, show that each of the following rational numbers is a termination decimal. Express each in decimal form. (i) 31/ ((2^(2)xx 5^(3)) ( ii) 33/50 (iii) 41/1000 (iv) 17/625

Without actual division, show that each of the following rational numbers is a terminating decimal. Express each in decimal form. 23/((2^(3) xx 5^(2)) (ii) 24/125 (iii) 171/800 (iv) 15/1600 (v) 17/320 (vi) 19/3125

Without actual division, show that each of the rational numbers given below is expressible as a repeating decimal : 100/9

Without actual division, show that each of the rational numbers given below is expressible as a repeating decimal : 127/225

Without actual division, show that each of the rational numbers given below is expressible as a repeating decimal : 219/440