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P is any point on the median AD of ΔABC. Show that ar(APB) = ar(ACP)
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@ParthKohli
ar?
area
congruent triangle thrms?
yes sir
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APB and ACP are not necessarily congruent. :-\
Well the chapter name was " Area of parallelograms and triangles " but I am sure that it will use congruent angle theorems or "mid-pt. theorem"
|dw:1362761588096:dw|
We know that : the median of a triangle divides a triangle into two congruent triangles ( equal areas ) ..
A triangle \(b = 2 \) and \(h = 2\) has the same area of one with \(b = 4\) and \(h = 1\). So I can pretty much assure that they are not necessarily congruent
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the area of a triangle is height times base divided by 2 area of the left is hx/2, area of the right is hx/2
LOL, nice! Didn't think of that one
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