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Converting repeating decimals to fractions Flashcards | StudBud
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Converting repeating decimals to fractions
Convert 1/12 to a decimal
What is 1/36 in deciaml form?
Converting repeating decimals to fractions
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1
What is 1/36 in deciaml form?
0.27...
0.0277777...
0.727272...
0.272727...
2
Convert 1/12 to a decimal
0.83338333...
0.08333...
0.3888...
0.838383...
3
0.05555...= 1/18
false
true
4
1/15 is equal to what decimal?
0.666...
0.0666...
0.60660...
0.060606...
5
1/45=
0.202020...
0.222...
0.0222...
0.212121...
6
Convert 0.416... to a fraction
1/24
1/25
1/20
1/28
7
What is 1/3 in a repeating decimal?
0.222...
0.333...
0.666...
o.363636...
8
What is the first step to figuring out 1/9 in decimal form?
putting the numerator and denominator of the fraction on
adding all the numbers together
changing your fraction to x
subtracting 10 from each number
9
decimal 1/48 is what as a
0.823....
0.28833...
0.28333333....
0.283...
10
Why will 9 always be the base of- 1/9, 1/8, 1/7, 1/6, 1/5...?
10-the decimal part of the decimal will always equal 9
100/10=10 and 10-denominator= 9
11
1/6= 0.1666...
false
true
12
1/33= 0.03333...
false
true
