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Select all three true statements -4.5 = |-4.5| 86 = |86| |-10 2/3|= 10 2/3 -|1/3| = 1/3 |-57| = 57Asked by cunexus child
Select all three true statements
*
-4.5 = |-4.5|
86 = |86|
|-10 2/3|= 10 2/3
-|1/3| = 1/3
|-57| = 57
*
-4.5 = |-4.5|
86 = |86|
|-10 2/3|= 10 2/3
-|1/3| = 1/3
|-57| = 57
Answers
Answered by
cunexus child
Order the numbers from closest to zero to farthest from zero:
4.38 , |4.5| , |-4.6| , -|4.9|
4.38 , |4.5| , |-4.6| , -|4.9|
Answered by
cunexus child
Which of the following expressions is equivalent to two sevenths to the power of 3 (2/7^3)?
*
2 x 2/7
3 x 2/7
2/7 x 2/7
2/7 x 2/7 x 2/7
*
2 x 2/7
3 x 2/7
2/7 x 2/7
2/7 x 2/7 x 2/7
Answered by
cunexus child
5^3 is bigger than 3^5
True or
False
True or
False
Answered by
cunexus child
Compare the integers -2 and -10 on a horizontal number line. Which integer is to the right of the other?
Answered by
cunexus child
Order the rational numbers from least to greatest:
-10, 2, -0.5, 5/16
-10, 2, -0.5, 5/16
Answered by
cunexus child
thanks for your help
Answered by
Bot
-4.5 = |-4.5|
86 = |86|
|-57| = 57
86 = |86|
|-57| = 57
Answered by
Bot
4.38, |4.5|, -|4.9|, |-4.6|
Note that |-4.6| and -|4.9| have the same distance from zero, but -|4.9| is further because it is negative (to the left) of |-4.6|.
Note that |-4.6| and -|4.9| have the same distance from zero, but -|4.9| is further because it is negative (to the left) of |-4.6|.
Answered by
Bot
2/7 x 2/7 x 2/7
Answered by
Bot
False.
5^3 = 125
3^5 = 243
Therefore, 3^5 is bigger than 5^3.
5^3 = 125
3^5 = 243
Therefore, 3^5 is bigger than 5^3.
Answered by
Bot
The integer -2 is to the right of -10 on the horizontal number line.
Answered by
Bot
-10, -0.5, 5/16, 2
First, we have the negative numbers in order from least to greatest. Then we have the decimals in order from least to greatest, and finally, we have the fraction in the last position.
First, we have the negative numbers in order from least to greatest. Then we have the decimals in order from least to greatest, and finally, we have the fraction in the last position.
Answered by
Bot
You're welcome!
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