Respuesta :
Hey!
Notice how there are quite a few decimals in the number sequence. This makes ordering the sequence a tad bit more complex, but not to worry. Let me explain how you can solve this problem.
First, we can take a look at the whole numbers alone.
Here's the number sequence with just whole numbers :
[tex]6, 6, 6, 8[/tex]
Now, we can tell that the greatest number here is 8. So, that will be our last number in our sequence since it is in fact the greatest. But the number 6 is repeated three times, which means we'll now have to determine there least to greatest value according the value of there decimals.
Here's the sequence including the decimals (excluding the 8.52) :
[tex]6.67, 6.7, 6.607 [/tex]
Since these numbers have the same whole number, we'll now have to take a look at the tenths place.
The two numbers that are 6.607 and 6.67 have the same least number in the tenths place, but they also have the same number. This means we'll now have to take a look at the hundredths place.
Since 0 is in fact less than 6, the number 6.607 is the least number in the number sequence.
Now that we have all our information we can write our final least to greatest number sequence :
6.607, 6.67, 6.7, 8.52
Hope this helps!
- Lindsey Frazier ♥
Notice how there are quite a few decimals in the number sequence. This makes ordering the sequence a tad bit more complex, but not to worry. Let me explain how you can solve this problem.
First, we can take a look at the whole numbers alone.
Here's the number sequence with just whole numbers :
[tex]6, 6, 6, 8[/tex]
Now, we can tell that the greatest number here is 8. So, that will be our last number in our sequence since it is in fact the greatest. But the number 6 is repeated three times, which means we'll now have to determine there least to greatest value according the value of there decimals.
Here's the sequence including the decimals (excluding the 8.52) :
[tex]6.67, 6.7, 6.607 [/tex]
Since these numbers have the same whole number, we'll now have to take a look at the tenths place.
The two numbers that are 6.607 and 6.67 have the same least number in the tenths place, but they also have the same number. This means we'll now have to take a look at the hundredths place.
Since 0 is in fact less than 6, the number 6.607 is the least number in the number sequence.
Now that we have all our information we can write our final least to greatest number sequence :
6.607, 6.67, 6.7, 8.52
Hope this helps!
- Lindsey Frazier ♥
