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ABCD is a tetrahedron such that each of the {A}{B}{C}, {A}{B}{

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ABCD is a tetrahedron such that each of the $△ A B C$ , $△ A B D$ and $△ A C D$ has a right angle at A. If $a r (△ A B C) = k_{1} . A r (△ A B D) = k_{2}, a r (△ B C D) = k_{3}$ then $a r (△ A C D)$ is

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ABCD is a tetrahedron such that each of the

△ A B C

△ A B D

and

△ A C D

has a right angle at A. If

a r (△ A B C) = k_{1} . A r (△ A B D) = k_{2}, a r (△ B C D) = k_{3}

then

a r (△ A C D)

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Question Text

ABCD is a tetrahedron such that each of the

△ A B C

△ A B D

and

△ A C D

has a right angle at A. If

a r (△ A B C) = k_{1} . A r (△ A B D) = k_{2}, a r (△ B C D) = k_{3}

then

a r (△ A C D)

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