Write the following in fractional form ($\frac{p}{q}$, where $p,q\in I$ and $q\ne 0$)

$3.3\overline{79}$

Which one of the following is a non - terminating repeating decimal?

Which one of the following decimal numbers is a rational number with denominator$37$?

Find such number, so that one fourth of the number is $8$more than $5$:

Write $\frac{2}{11}$ in decimal form and say what kind of decimal expansion it has?

Write the terminating decimal numeral for $\frac{17}{32}$.

Write the terminating decimal numeral for $\frac{7}{4}$.

D is a real number with non terminating digits $a_1 and a_2$ after the decimal point. Let $D=0.a_1{a}_2{a}_1{a}_2\dots \dots ..$ with $a_{1}and a_2$ both of zero which of the following when multiplied by D will necessarily give an integer ?

Write the terminating decimal numeral for $\frac{29}{50}$.