Question
Download Solution PDFFind the fraction of 0.4686868...
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFGiven:
Recurring decimal = 0.4686868...
Calculation:
Let x = 0.4686868...
⇒ 1000x = 468.6868686...
⇒ 10x = 4.686868...
Subtracting the equations:
⇒ (1000x - 10x) = (468.6868686... - 4.686868...)
⇒ 990x = 464
⇒ x = 464 / 990
The fraction of 0.4686868... is 464 / 990.
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