Question

how to express the p/q in 0.134 bar

Answer 1

Hey there! I hope this helps u!

Let x = 0.134 bar
1000x=1000 multiply by 0.13413413.......
1000x=134.13413.....
1000x=134+0.13413......
1000x=134+x
1000x-x=134
999x=134
x=134/999

Thus, the expression form of p/q is 134/999!

Answer 2

Answer:

Concept:

In mathematics, any number that can be written as p/q where q ≠ 0 is considered a rational number. The outcome of dividing a rational number will be a decimal number, either a recurring or terminating decimal.

Step-by-step explanation:

      Let x be the Positive integer

       $x = \overline{0.134}$---(1)

       Multiplying eq. (1) by 1000

       $1000 x=134. \overline{134}$ ---(2)

      Subtract eq.(1) by(2)

      $1000 x-x=134. \overline{134}-0 . \overline{134}$

      $999 x=134$

            $x=\frac{134}{999}$

     $\frac{p}{q}$  form of  $\overline{0.134}$ is   $\frac{134}{999}$

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