If the point [x1+s(x2−x1),y1+s(y2−y1)] divides the join of (x1,y1) and(x2,y2) internally, then
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a
s<0
b
0
c
s>1
d
s=1
answer is B.
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Detailed Solution
P(x1+s(x2−x1)),y1+s(y2−y1) P=[(1−s)x1+sx21−s+s,(1−s)y,+sy21−s+s] P divides A(x1,y1)&B(x2,y2) in the ratio s : 1−s internally⇒s1−s>0⇒s(s−1)>0 ⇒(s−0)(s−1)<0 ⇒0