Convert each of the following fractions into a decimal :

(i) $\dfrac{1}{8}$

(ii) $\dfrac{3}{32}$

(iii) $\dfrac{44}{9}$

(iv) $\dfrac{11}{24}$

(v) $\dfrac{12}{13}$

(vi) $\dfrac{27}{44}$

(vii) $2\dfrac{5}{12}$

(viii) $1\dfrac{31}{55}$

Express $\dfrac{15}{56}$ as a decimal, correct to four decimal places.

By actual division show that :

(i) $\dfrac{11}{9} = 1.\overline{2}$

(ii) $\dfrac{43}{11} = 3.\overline{90}$

(iii) $\dfrac{107}{45} = 2.3\overline{7}$

(iv) $\dfrac{21}{55} = 0.3\overline{81}$

Express each of following as a vulgar fraction in simplest form :

(i) $0.\overline{5}$

(ii) $0.\overline{43}$

(iii) $0.\overline{158}$

(iv) $1.\overline{3}$

(v) $4.\overline{17}$

(vi) $0.\overline{12}$

(vii) $0.1\overline{36}$

(viii) $1.5\overline{7}$