In triangle $A B C, a = 4$ and $b = c = 22$ . A point P moves within the triangle such that the square of its distance from BC is half the area of rectangle contained by its distance from the other two sides. If D be the centre of locus of P, then

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In triangle

A B C, a = 4

and

b = c = 22

. A point P moves within the triangle such that the square of its distance from BC is half the area of rectangle contained by its distance from the other two sides. If D be the centre of locus of P, then

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Question Text

In triangle

A B C, a = 4

and

b = c = 22

In triangle $A B C, a = 4$ and $b = c = 22$ . A point P moves within the triangle such that the square of its distance from BC is half the area of rectangle contained by its distance from the other two sides. If D be the centre of locus of P, then

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Practice questions from similar books

In triangle ABC,a=4 and b=c=22​. A point P moves within the triangle such that the square of its distance from BC is half the area of rectangle contained by its distance from the other two sides. If D be the centre of locus of P, then

Filo tutor solution

Practice questions from similar books

In triangle $A B C, a = 4$ and $b = c = 22$ . A point P moves within the triangle such that the square of its distance from BC is half the area of rectangle contained by its distance from the other two sides. If D be the centre of locus of P, then