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Division of a Line Segment

In the given ...

Question

In the given figure ∠ABC=∠BDC=90^o each. Choose the correct similarity from the given choices.

∆ABC~∆BDC

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∆ABC~∆BCD

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∆ABC~∆CBD

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∆ABC~∆DCB

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Solution

The correct option is A
∆ABC~∆BDC

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Similar questions

△

△

\frac{a r e a (△ A B C)}{a r e a (△ D B C)} = \frac{A O}{D O}

∠ A B C = 69^{\circ}, ∠ A C B = 31^{\circ}

∠ B D C

∠ A B C = 69^{\circ}

∠ A C B = 31^{\circ}

∠ B D C

∠ A B C = 69^{\circ}, ∠ A C B = 31^{\circ} . F i n d ∠ B D C

In the given figure, $△ A B C$ ~ $△ B D C$ . Identify the equal angles in the triangles.

$\begin{matrix} 1. ∠ D B C = □ & A : ∠ B C A 2. ∠ B D C = □ & B : ∠ B A C 3. ∠ D C B = □ & C : ∠ A B C \end{matrix}$

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