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Which distance measures 7 units? A number line going from negative 8 to positive 8. A closed circle appears at negative 7 and is labeled L. A closed circle appears at negative 1 and is labeled M. A closed circle appears at positive 2 and is labeled N. A closed circle appears at positive 6 and is labeled P. An orange arrow line is above the number line with an arrow pointing left passed negative 7 and right passed positive 6. It contains all points. the distance between points L and M the distance between points L and N the distance between points M and N the distance between points M and P

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Answer:

the distance between points M and P

Step-by-step explanation:

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The distance between points M and P is 7 units.

The distance From A to B is [tex]$|A-B|$%[/tex]

  • Now, distance when a number line going from negative 8 to positive 8 is

[tex]$|-8-(8)|$ % = 16[/tex]=16

  • A closed circle appears at negative 7 and is labeled L. A closed circle appears at negative 1 and is labeled M.

So, the distance between L and M is [tex]$|-7-(-1)|$ %[/tex] = 6

  • A closed circle appears at positive 2 and is labeled N. A closed circle appears at positive 6 and is labeled P.

So, the distance between P and N is [tex]$|6-2|$ %[/tex] = 4

  • An orange arrow line is above the number line with an arrow pointing left passed negative 7 and right passed positive 6.

So, the distance is [tex]$|6-(-7)|$ %[/tex] = 13

The distance between L and N is [tex]$|-7-2|$ %[/tex] = 9

The distance between M and N is [tex]$|-1-2|$ %[/tex] = 3

The distance between M and P is [tex]$|6-(-1)|$ %[/tex] = 7

Therefore the distance between points M and P is 7 units.

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