The slope of line joining P (3, a) and Q(1-2a,1)) is 1/3
Find (i) the value of a.
(ii) Midpoint of PQ using the value of ‘a’ found in part (i).
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Step-by-step explanation:
slope=y2-y1/x2-x1
1/3=1-a/1-2a-3
1/3=1-a/-2-2a
-2-2a=3-3a
-5=5a
-1=a
let the midpoint of PQ be Y
Y(x,y)=(3+3/2 , -1+1/2)
=(6/2 , 0/2)
=(3 , 0)
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