If in the figure given above-then- the line p necessarily-

The correct option is A bisects nbsp;∠ BWe know that by the converse of angle bisector theorem, If, AB/BC=AD/DC in the figure given below, then the line p is ...

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Standard IX

Mathematics

Angle Bisector Theorem

If in the fig...

Question

If in the figure given above,
$\frac{A B}{B C} = \frac{A D}{D C}$ ,
then, the line p necessarily.

bisects ∠ B

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bisects side AC

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do not bisect ∠B

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Solution

The correct option is A bisects ∠ B
We know that by the converse of angle bisector theorem,
$If, \frac{A B}{B C} = \frac{A D}{D C}$
in the figure given below, then the line p is the angle bisector of the ∠B.

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If in the figure given above, ABBC=ADDC, then, the line p necessarily.

The correct option is A bisects ∠ BWe know that by the converse of angle bisector theorem, If, ABBC=ADDC in the figure given below, then the line p is the angle bisector of the ∠B.

If in the figure given above,
$\frac{A B}{B C} = \frac{A D}{D C}$ ,
then, the line p necessarily.

The correct option is A bisects ∠ B
We know that by the converse of angle bisector theorem,
$If, \frac{A B}{B C} = \frac{A D}{D C}$
in the figure given below, then the line p is the angle bisector of the ∠B.