Question

$1.3\overline{45}$ into fraction is $\frac{1332}{m}$
$m$ is

Answer 1

Let $x$ be $\mathrm{1.3454545...}$
$=>10x=\mathrm{13.4545...}\left(i\right)$
$=>10x\times 100=\mathrm{1345.4545..}$
$=>1000x=1332+13.4545$
$=>1000x=1332+10x\left(fromi\right)$
$=>1000x-10x=1332$
$=>x=\frac{1332}{990}$