What is the distance between two points A and B representing respective numbers x and y on a number line-

Question

Toppr Admin · Accepted Answer

If we have two points A and B on the number line such that point A is x and point B is y then the distance between the two is given byd-x-x2212-y when x-x2212-y is positive-xA0- -xA0-y-x2212-x when x-x2212-y is negative-xA0-

What is the distance between two points $A$ and $B$ representing respective numbers $x$ and $y$ on a number line.

If we have two points $A$ and $B$ on the number line such that point $A$ is $x$ and point $B$ is $y$ then the distance between the two is given by
$d = x - y$ when $x - y$ is positive.
$= y - x$ when $x - y$ is negative.

What is the distance between two points A and B representing respective numbers x and y on a number line.

If we have two points A and B on the number line such that point A is x and point B is y then the distance between the two is given byd=x−y when x−y is positive. =y−x when x−y is negative.

What is the distance between two points $A$ and $B$ representing respective numbers $x$ and $y$ on a number line.

If we have two points $A$ and $B$ on the number line such that point $A$ is $x$ and point $B$ is $y$ then the distance between the two is given by
$d = x - y$ when $x - y$ is positive.
$= y - x$ when $x - y$ is negative.