Please check if I am correct?
yes you are correct :)
wait actually I'm doubting between D and your response
because when I did it I got 0.2380952381 which means that the numbers may be repeating
Answer is not A.
yeah I think D because the 238095 repeats over and pver again
I'm so confused guys... o.O
what confuses you?
the line on top of the number just represents the numbers that repeat and like I said before the numbers that do repeat are over lines in option D
Oh maybe the calculator is rounding? Hm. maybe wolfram alpha..
@Daniellelovee Yup! You're right! It's D. then
i just used the google one lol and thank you :)
@Ms-Brains Did you use a calculator to find the decimal value of the fraction?
https://search.yahoo.com/yhs/search?p=5%2F21&ei=UTF-8&hspart=mozilla&hsimp=yhs-004
Ohhh. That make sense! Thanks guys!! <3 you all rock!
no problem :)
As you can see, the decimal equivalent of 5/21 is not simply 0.238095, so choice A is not the answer. The calculator shows 0.238905238095. This is enough to show that it is a repeating decimal with 238095 being the repeating part. That is why D is the correct answer. The bar over 238095 shows that 238095 repeats.
I understand, thank you!
You're welcome.
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