Question

following no. in p/q. 2.3743 and bar in no. 43​

Answer 1

Answer:

$let \: x \: be \: 1.243 \: bar \: on \: 43$

$10x = 12.43 \: bar \: on \: 43 - i$

$1000x = 1234.43 \: bar \: on \: 43 - ii$

$subtract \: i \: from \: ii$

$1000x - 10x = 1243.43 - 12.43$

$990x = 1231$

$x = \frac{1231}{990}$