rrddinutzamig rrddinutzamig

04-11-2016
Mathematics

contestada

Convert the recurring decimal 0.23333 into a fraction

Respuesta :

04-11-2016

It would be: 0.23333 = 23333/100000

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alsteva alsteva

10-11-2016

[tex]x=0.23333... \\ \\10x=10 \times 0.23333... \\10x=2.33333... \\ \\100x=100 \times 0.23333... \\100x=23.3333... \\ \\100x-10x=23.3333...-2.3333... \\90x=21 \\x= \frac{21}{90}= \frac{7}{30} [/tex]

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