Question

Express in p/q form0.23(23bar)

Answer 1

Let x = 0.23 bar


As there are two numbers under bar, Multiply by 100


Then,

100 × x = 100 × 0.23 bar

100x = 23.23 bar



Now, subtract x from both sides,

100x = 23.23 bar
-x = -0.23 bar
_____________
99x = 23 [ bar cancel]
____________


$x = \frac{23}{99}$




Then,
$0.23bar \: in \: p \div q \: form \: is \: \frac{23}{99}$




I hope this will help you


(-:

Answer 2

Heya !!!

0.23 ( bar on 23)

Let X = 0.23

Then X = 0.232323 ---------(1)

Multiply equation (1) by 100 we get,

100X = 23.232323 ---------(2)

Subtract equation (1) from equation (2)

100X = 23.232323

X = 0.232323

-----------------------------

99X = 23 [ Bar cancelled ]

X = 23/99 [ P/Q form ]

Hence,

0.23 ( bar on 23) is in the form of 23/99 which is in the form of P/Q.

★ HOPE IT WILL HELP YOU ★