Write the following rationals in decimal form using Theorem "1.4" .` (i) (13)/(25), (ii) (15)/(16), (iii) (23)/(2^(3)*5^(2)), (iv) (7218)/(3^(2).5^(2)), (v) (143)/(110)`

Write the following rational numbers in decimal form. (1) 9/37,(2) 18/42, (3) 2/14, (4) -103/5, (5) -11/13

Represent each of the following rational numbers on the number line.: (i) (5)/(7) (ii) (8)/(3) (iii) -(23)/(6) (iv) 1.3 (v) -2.4

Write the following rational numbers in ascending order: (i) (-3)/(5),(-2)/(5),(-1)/(5) (ii) (-1)/(3),(-2)/(9),(-4)/(3)( iii) (-3)/(7),(-3)/(2),(-3)/(4)

Without actual division, find which of the following rational number are teminating decimals. (i) (13)/(80) " " (ii) (7)/(4) " " (iii)(5)/(12) " " (iv) (31)/(375) " " (v) (16)/(125)

Write each of the following in decimal form: 18(5)/(10) (ii) 14(7)/(10) (iii) 4(2)/(10) (iv) 13(1)/(2)

Write the following intervals in set builder form : (i) (-3,2) (ii) (-3,5] (iii) [1,3) (iv) [2,12]

Write the following in decimal form and say what kind of decimal expansion each has : (i) (36)/(100) (ii) 1/(11) (iii) 4 1/(11) (iv) 3/(13) (v) 2/(11) (iv) (329)/(400)

Write each of the following as decimals: 40(2)/(5) (ii) 39(2)/(10) (iii) 4(3)/(5) (iv) 25(1)/(2)

Without actual division, show that each of the following rational numbers is a terminating decimal. Express each in the decimal form : (i) (17)/(2^(2) xx 5^(3)) (ii) (24)/(625) (iii) (121)/(400) (iv) (19)/(800) (v) (9)/(2^(4) xx 5^(2)) (vi) (11)/(25)

Express the following rational numbers as decimals: (2)/(3) (ii) -(4)/(9)( iii) (-2)/(15)-(22)/(13) (v) (437)/(999) (vi) (33)/(26)