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Collinear Points

If a point ...

Question

If a point $C$ lies in between $A$ and $B$ , then $A C + B C =$ _____.

2 A B

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A B

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2 B C

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\frac{1}{2} A B

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Solution

The correct option is B $A B$
If point $C$ lies in between $A$ and $B$ , it must lie on the line joining them, hence, they all will be co-linear.
$∴ A C + B C = A B$

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