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Let's learn how to convert a repeating decimal into a fraction

12,880 次观看 • 6 个月前 •via X (Twitter)

6 条评论

callsign based 的头像
callsign based6 个月前

Best content producer on the internet. Thank you sir, for your service.

신스🙂 的头像
신스🙂6 个月前

I know the recurring 67s are repeated forever, but she'd we ignore the fact that multiplying the decimal by 100, no matter the no. of decimal places, reduces it's decimal places by two digits? If u agree with this case, then 67.67... minus 0.67... isn't 67, cos their no. of

☂حبّ فاطمه ™ 的头像
☂حبّ فاطمه ™6 个月前

You got me more confused. I give up learning this

☂حبّ فاطمه ™ 的头像
☂حبّ فاطمه ™6 个月前

My first solution, is I divided both sides by 100

Qiqero 的头像
Qiqero6 个月前

I did the spicy one as follows: 0.1243243... = 0.324324... - 0.2 = (324/999) - (2/10) = (3240/9990) - (1998/9990) = 1242 / 9990

Dumbly Techie 的头像
Dumbly Techie6 个月前

Another option is to multiply the number by the number of 10*n where n is the number of moves after the decimal point to achieve a whole number….

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