Question

Write 0.001 in the form of p/q Bar on 001

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Answer 1

Hi pupil here's your answer ::

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please see the attached answer

●First put the value of x is 0.001001001...... [mark it as 1 equation]

●Multiply of 1000 on both sides i.e. x×1000=1000x and 0.001001001×1000= 1.001001001 [mark it as 2 equation ]

●Now substract equations
2-1
● you will now get the answer 999x=1

●so transpose the term 》1/999

$\textbf{This is how you can get answer }$

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Be Brainly

Answer 2

Let x = 0.001(Bar on 001) 

         = 0.001001 ------ (1)

Multiply Equation (1) with 1000.

= > 1000x = 1000 * 0.001001

= > 1000x = 1.001001   -------- (2)


On solving (1) & (2), we get

1000x - x = 1.001001 - 0.001001

999x = 1

x = (1/999).



Hope this helps!