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Put it in Least to greatest 1/3, 1 and 1/4, 0.27,1.35 A. 1/3,0.27,1 and 1/4, 1.35 B.1/3,0.27,1.35,1 and 1/4 C.0.27, 1/3,1.35, 1 and 1/4 D.0.27, 1/3 , 1 and 1/4, 1.35
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Put it in Least to greatest 1/3, 1 and 1/4, 0.27,1.35 A. 1/3,0.27,1 and 1/4, 1.35 B.1/3,0.27,1.35,1 and 1/4 C.0.27, 1/3,1.35, 1 and 1/4 D.0.27, 1/3 , 1 and 1/4, 1.35
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Oct 5, 2018
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Put it in Least to greatest 1/3, 1 and 1/4, 0.27,1.35
A. 1/3,0.27,1 and 1/4, 1.35
B.1/3,0.27,1.35,1 and 1/4
C.0.27, 1/3,1.35, 1 and 1/4
D.0.27, 1/3 , 1 and 1/4, 1.35
Mathematics
middle-school
Nikoniko
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Answer:0.27, 0.33333, 1.25, 1.35?
Step-by-step explanation: hope it helps some one?!
Oluf Nielsen
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Oct 7, 2018
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Your best bet may be to modify (convert) each number so that the denominator is the same (find the LCD and use it).
1/3, 1 and 1/4, 0.27,1.35 has two decimal fractions, and it should be obvious which one is greater than the other.
Generally, it's easier to convert a proper fraction to a decimal fraction than to do the opposite. Thus, convert 1/3 to a decimal fraction by division (use your calculator if need be): 1/3 = 0.33333 (repeating decimal). Convert 1 1/4 to 1.25.
Now you have four numbers that are all in decimal fraction form: 0.33333, 1.25, 0.27, 1.35. Which of these four is the smallest? Right: 0.27. Next? 0.33333. Next? 1.25. Last? 1.35.
Atis
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Oct 9, 2018
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