IN WHAT RATIO DOES THE point (2,5) divide the line segment joining (3,-1) and (8,9) ?
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Let the ratio be k:1
then using section formula
x=(x2×k+x1)/k+1
2=(8k+3)/k+1
2(k+1)=8k+3
2-3=8k-2k
-1=6k
k=1/6(externally)
then using section formula
x=(x2×k+x1)/k+1
2=(8k+3)/k+1
2(k+1)=8k+3
2-3=8k-2k
-1=6k
k=1/6(externally)
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