the vertices of triangle ABC a(1,2) b(3,1) c(2,5) points D divides AB in the ratio 2:1. P is the midpoint of CD. Find the coordinates of p
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9
FINDING D
K=1/1
HENCE D(X) = 1+3/2 = 2
D(Y) = 2+1/2 = 1.5
D = 2,1.5
MID POINT OF CD
P(X) = 2+2/2 = 2
P(Y) = 5+1.5/2 = 3.75
P=(2 , 15/4)
MRK BRAINLIEST
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the coordinates of point D are (5/3,5/3)..
point p is the mid point of CD therefore the ratio will be 1:1
now the coordinates of point p is (11/6,20/6)
point p is the mid point of CD therefore the ratio will be 1:1
now the coordinates of point p is (11/6,20/6)
mahima1813:
hi
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