In \( \triangle A B C, b c=2 b^{2} \cos A+2 c^{2} \cos A-4 b c \cos ^{2} A \), then \( \triangle...

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In \( \triangle A B C, b c=2 b^{2} \cos A+2 c^{2} \cos A-4 b c \cos ^{2} A \), then \( \triangle A B C \) is
(A) isosceles but not necessarily equilaterial
\( \mathrm{P} \)
(B) equilateral
W
(C) right angled but not neccessarily isosceles
(D) right angled isosceles
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