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The coordinates of the vertices {B}{a}{n}{d}{C} of a triangle

Question

The coordinates of the vertices $B a n d C$ of a triangle $A B C$ are (2, 0) and (8, 0), respectively. Vertex $A$ is moving in such a way that $4 \frac{tan B}{2} \frac{tan C}{2} = 1 .$ Then find the locus of $A$

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The coordinates of the vertices

B a n d C

of a triangle

A B C

are (2, 0) and (8, 0), respectively. Vertex

A

is moving in such a way that

4 \frac{tan B}{2} \frac{tan C}{2} = 1 .

Then find the locus of

A

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Question Text

The coordinates of the vertices

B a n d C

of a triangle

A B C

are (2, 0) and (8, 0), respectively. Vertex

A

is moving in such a way that

4 \frac{tan B}{2} \frac{tan C}{2} = 1 .

Then find the locus of

A

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