Which rational number equals 0 point 5 with bar over 5? 1 over 50 1 over 5 5 over 10 5 over 9
Since you have answer choices given, you can take a calculator and divide each choice and see which one it is.
we have to apply this rule: \[\Large 0.\bar 5 = \frac{{5 - 0}}{9} = ...\]
I got c
If you will face a similar question without choices, then you need to learn how to convert a non-terminating, repeating decimal into a fraction in a proper way.
are you sure?
Yes
\(\large \dfrac{5}{10} = 0.5\) non-repeating
I think
So am i right
@nuccioreggie you wrote "...with bar over 5"
@Michele_Laino Can you explain your rule above. I'm not familiar with it.
Am i right or wrong
Am i right or wrong
here is the rule, let's suppose to have this periodic number: \[\Large 1.25\bar 4 = 1.2544444444....\] then we can rewrite it as follows: \[\Large \frac{{1254 - 125}}{{900}}\]
Ok
Am i right or wrong u still didnt answer my question
the periodic number is equal to a fraction, whose: numerator is the difference between the complete number and its part which have not an overbar denominator is composed by one 9 for each figure with a bar, and one zero for each figure before the figure with the bar, and after the decimal point @nuccioreggie @mathstudent55
The answer is C right
Are u serious IS C THE CORRECT ANSWER MAN ANSWER ME
I think it is option D
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