If the point A(-3,9),B(a,b),C(4,-5) ,are collinear and a+b=1,then find the value of a and b.
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Step-by-step explanation:
given a+b=1
a=1-b........(i)
1/2[(-3)(b+5)+a(-5-9)+4(9-b)]=0
1/2[-3b-15-14a+36-4b]=0
1/2[-14a-7b+21]=0
7/2[-2a-b+3]=0
7/2[-2(1-b)+3]=0
-2+2b+3=0
2b=-1
b=-1/2
a=1+1/2
a=3/2
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