a triangle ABC right angled at c a line through the midpoint of the hypotenuse a b and parallel to BC intersect AC at the show that D is the midpoint of AC
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MID POINT THEOREM; The line joining the mid points of any two sides of a triangle is parallel to the third side and half of the third side.
D is the mid point of AC.
Reason: by the converse of the mid point theorem since the line drawn is parallel to CB.
D is the mid point of AC.
Reason: by the converse of the mid point theorem since the line drawn is parallel to CB.
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