ABC is a triangle. Find the locus of a point P which moves such that area of ΔABC = area of ΔPBC.

Perpendicular bisector of the side BC

A line parallel to AC and passing through B

A line parallel to BC and passing through A

ABC is a triangle. Find the locus of a point P which moves such that a

1.	ABC is a triangle. Find the locus of a point P which moves such that area of ΔABC = area of ΔPBC.
A.	A line parallel to AC and passing through B
B.	A line parallel to BC and passing through A
C.	Perpendicular bisector of the side BC
D.	Median of the side BC from A
Answer» C. Perpendicular bisector of the side BC

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ABC is a triangle. Find the locus of a point P which moves such that area of ΔABC = area of ΔPBC.

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