Math, asked by abhikhulbe, 10 months ago

17.56 ( bar on 56) can be expressed as
first answer will be marked as brainliest​

Answers

Answered by murshidhashmi
3

Answer:

Let,

x = 1.272727

here two digits are repeating so we will multiply both sides by 100

100x = 127.27

Now subtract both sides

100x - x = 127.27 - 1.27

99x = 126

x = 126 / 99

14 / 11

Answered by abhi569
19

Answer:

1739 / 99

Step-by-step explanation:

 Let 17.56( bar is on 56 ) = a

⇒ a = 17.\overline{56}      ...( 1 )

    Multiply both sides by 100 :

⇒ 100 * a = 100 * 17.\overline{56}

⇒ 100a = 1756.\overline{56}

   Subtract ( 1 ) from both sides:

 100a = 1756.\overline{56}

   -   a = -   17.\overline{56}

  99a = 1739

 ⇒ 99a = 1739

 ⇒ a = 1739 / 99

⇒ a = 17.56 bar = 1739 / 99

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