A point P inside the △ABC, splits the area of △ABC into three equa – InterviewSolution

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1.	A point P inside the △ABC, splits the area of △ABC into three equal parts, where A≡(3,4). If line joining the vertex A to P cuts the side BC at the point (−1,0), then coordinates of P is
Answer» A point $P$ inside the $△ A B C$ , splits the area of $△ A B C$ into three equal parts, where $A \equiv (3, 4)$ . If line joining the vertex $A$ to $P$ cuts the side $B C$ at the point $(- 1, 0)$ , then coordinates of $P$ is

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