Find the value of k for which the points with coordinates (2,5)(k,11/8) and (4, 6) are collinear
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Step-by-step explanation
Let the given points be
A(2,5) ,B(k,11/8) and C(4,6)
Let us consider that ABC is a triangle
then ar(ABC)=0
1/2{2(11/8-6)+k(6-5)+4(5-11/8)}=0
1/2{2(-37/8)+k(1)+4(29/8)}=0
1/2{-37/4+k+29/2}=0
-37/4+29/2+k=0
k=37/4-29/2
k=-21/4
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