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Collinear Points

In figure, if...

Question

In figure, if $A C = B D$ , then $A B = C D$ .

True

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False

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Solution

The correct option is A True
In the given figure,
$A C = B D$ (given)

Subtract $B C$ from both sides,
$A C - B C = B D - B C$

$\Rightarrow A B = C D$

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Similar questions

A C = B D

A B = C D

A C = B D

A B = C D

In the given figure, $A C = B D$ . Prove that $A B = C D$ .

A C = B D,

A B = C D

∠ B A C = 90^{\circ} a n d A D ⊥ B C

B D . C D = B C^{2}

A B . A C = B C^{2}

B D . C D = A D^{2}

A B . A C = A D^{2}

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