area of triangle formed by the point (1,4), (-1,2), (-4,1) is
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Let the given point is A(x,y),B(1,2),C(2,1).
Area of a triangle ABC= 21
[x 1 (y2−y 3 )+x 2
(y3−y 1)+x 3
(y1 −y 2 )]
6= 21
[x(2−1)+1(1−y)+2(y−2)]
12=x+1−y+2y−4
x+y−3=12
x+y=15
Hence, proved.
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