Four people have found the distance in kilometers across a small bridge using different methods.
Their results are given in the table. Order the distances from least to greatest.
(1 point)
Responses
512, 28−−√, 5.5¯¯¯, 234
512, 28−−√, 5.5¯¯¯, 234
28−−√, 512, 5.5¯¯¯, 234
28−−√, 512, 5.5¯¯¯, 234
28−−√, 5.5¯¯¯, 234, 512
28−−√, 5.5¯¯¯, 234, 512
234 , 5.5¯¯¯, 28−−√, 512
The distances in increasing order are:
5.5¯¯¯, 28−−√, 234 , 512
heir results are given in the table. Order the distances from least to greatest.
(1 point)
Responses
512, 28−−√, 5.5¯¯¯, 234
512, 28−−√, 5.5¯¯¯, 234
28−−√, 512, 5.5¯¯¯, 234
28−−√, 512, 5.5¯¯¯, 234
28−−√, 5.5¯¯¯, 234, 512
28−−√, 5.5¯¯¯, 234, 512
234 , 5.5¯¯¯, 28−−√, 512
Please show work
To order the distances from least to greatest, we need to compare them. Let's look at the given options:
512, 28−−√, 5.5¯¯¯, 234
28−−√, 512, 5.5¯¯¯, 234
28−−√, 5.5¯¯¯, 234, 512
234 , 5.5¯¯¯, 28−−√, 512
To compare these distances, we can start by comparing the numerical values of each distance.
The numerical values are:
512, 28, 5.5, 234
Now let's order them from least to greatest:
5.5, 28, 234, 512
Based on this ordering, we can reorder the original options:
28−−√, 5.5¯¯¯, 234, 512
Therefore, the correct order from least to greatest is:
28−−√, 5.5¯¯¯, 234, 512
To order the distances from least to greatest, we can compare the values mentioned in each response.
First response: 512, 28−−√, 5.5¯¯¯, 234
Second response: 512, 28−−√, 5.5¯¯¯, 234
Third response: 28−−√, 512, 5.5¯¯¯, 234
Fourth response: 234 , 5.5¯¯¯, 28−−√, 512
Comparing the values:
The smallest value in all responses is 5.5¯¯¯.
The next smallest value is 28−−√.
Next, we have 234.
And finally, the largest value is 512.
Ordering the distances from least to greatest, we have:
5.5¯¯¯, 28−−√, 234, 512