Express the following recurring decimals as vulgar fractions:
(i)2.357,
Answers
Answer:
785/333
Step-by-step explanation:
The rational number which equals to the number 2.357 with recurring decimal is
Let say x = 2.357 bar ( bar on .357)
Multiplying by 1000
1000x = 2357.357 bar ( bar on .357)
1000x - x = 2357.357 bar - 2.357 bar
=> 999x = 2355
=> x = 2355/999
=> x = 785/333
785/333 is The rational number which equals to the number 2.357 with recurring decimal
Answer:
Express the following recurring decimal numbers as vulgar fraction.
Show your workingExpress the following recurring decimal numbers as vulgar fraction.
Show your workingExpress the following recurring decimal numbers as vulgar fraction.
Show your workingExpress the following recurring decimal numbers as vulgar fraction.
Show your workingExpress the following recurring decimal numbers as vulgar fraction.
Show your workingExpress the following recurring decimal numbers as vulgar fraction.
Show your working