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Step-by-step explanation:
12) given points A(1,2m) and B ( -1+2m,2l-2m)
mid point of AB is (1-1+2m/2,2m+2l-2m/2)
=(2m/2,2l/2)
=(m,l)
13)given points A(0,0);B(4,-3);C(x,y) are collinear
so the area of ABC =0
1/2[(0+(4y+3x)+0)]=0
4y+3x=0(eq 1)
and also distance AB=AC
AB2=AC 2
(4-0)*2+(-3-0)*2=(x-0)*2+(y-0)*2
16+9= x2+y2
x2+y2=25
from 1
y=-3x/4
x*2+(-3x/4)*2=25
x*2+9x*2/16=25
25x*2= 16×25
X2=16
x= 4
y=-3(4)/4=-3
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