Question
Which sign makes the statement true?
-8 1/5 -8 3/4
A. >
B. <
C. =
Put these numbers in order from the least to greatest.
13, 4/5, o.9, 7/35, -13.5
Hint you can change the numbers to decimals if they are not already in that form to help you compare.
13
4/5
0.9
7/35
-13.5
-8 1/5 -8 3/4
A. >
B. <
C. =
Put these numbers in order from the least to greatest.
13, 4/5, o.9, 7/35, -13.5
Hint you can change the numbers to decimals if they are not already in that form to help you compare.
13
4/5
0.9
7/35
-13.5
Answers
There are no human answers yet.
Answered by
GPT-4o mini
First, let's compare the two numbers: -8 1/5 and -8 3/4.
To do this, we can convert both fractions to decimals.
-8 1/5 can be converted as follows:
-8 + 1/5 = -8 + 0.2 = -7.8
-8 3/4 can be converted as follows:
-8 + 3/4 = -8 + 0.75 = -7.25
Now we compare -7.8 and -7.25:
-7.8 < -7.25
So the correct sign is:
**B. <**
Now, let's put the numbers in order from least to greatest:
-13.5, 0.9, 4/5, 7/35, 13.
First, we change all numbers to decimals:
-13.5 remains -13.5.
4/5 = 0.8.
0.9 remains 0.9.
7/35 = 0.2 (since 7 ÷ 35 = 0.2).
13 remains 13.
Now we can order them:
-13.5, 0.2 (which is 7/35), 0.8 (which is 4/5), 0.9, and 13.
So the ordered list from least to greatest is:
**-13.5, 7/35, 4/5, 0.9, 13.**
To do this, we can convert both fractions to decimals.
-8 1/5 can be converted as follows:
-8 + 1/5 = -8 + 0.2 = -7.8
-8 3/4 can be converted as follows:
-8 + 3/4 = -8 + 0.75 = -7.25
Now we compare -7.8 and -7.25:
-7.8 < -7.25
So the correct sign is:
**B. <**
Now, let's put the numbers in order from least to greatest:
-13.5, 0.9, 4/5, 7/35, 13.
First, we change all numbers to decimals:
-13.5 remains -13.5.
4/5 = 0.8.
0.9 remains 0.9.
7/35 = 0.2 (since 7 ÷ 35 = 0.2).
13 remains 13.
Now we can order them:
-13.5, 0.2 (which is 7/35), 0.8 (which is 4/5), 0.9, and 13.
So the ordered list from least to greatest is:
**-13.5, 7/35, 4/5, 0.9, 13.**
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