QuestionIf point $C$ is between $A$ and $B$ , what is $A C + C B$ ? A. $A B C$ B. $B C$ C. $C A$ D. $A B$

Studdy Solution

STEP 1

Assumptions1. Point C is between points A and B. . AC, CB, and AB are line segments.
3. The "+" operation refers to the addition of the lengths of the line segments.

STEP 2

In geometry, if point C is between points A and B, then the length of line segment AB is equal to the sum of the lengths of line segments AC and CB. This is a basic property of line segments on a straight line.
$AB = AC + CB$

STEP 3

So, if we substitute the given values into this equation, we get $AC + CB = ?$

STEP 4

We can see that the sum of the lengths of line segments AC and CB is equal to the length of line segment AB.
$AC + CB = AB$ So, the answer is () $AB$ .

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