Find the point, M, that divides segment AB into a ratio of 2:3 if A is at (0, 15) and B is at (20, 0).
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M{x,y}=[2*20+3*0/2+3,2*0+3*15/2+3]
=[40+0/6,0+45/6]
=[40/6,45/6]
M{x,y}=[20/3,15/2]
=[40+0/6,0+45/6]
=[40/6,45/6]
M{x,y}=[20/3,15/2]
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let a=(0,15)=x1,y1
b =(20,0)=x1,y1
by midpoint thm
(x,y)=10,15/2
b =(20,0)=x1,y1
by midpoint thm
(x,y)=10,15/2
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