Question

3. Find the ratio in which point T(-1, 6 )
divides the line segment joining the points
P(-3, 10) and Q(6,-8).
​

Answer 1

Answer:

2:7

Explanation:

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Answer 2

Answer:

T divides PQ in ratio=2:7

Explanation:

• co-ordinate of P= [( mx2 + nx1)/( m+n),( my2+ ny1)/(m+n)].Here,T(-16) divides line segment joining pointsP(-3,10) andQ(6,-8).
• Let T divides PQ in m:n ratio then,

1. -1=[m×6+n×(-3) ]/ m+ n
2. -1( m+n) = 6m-3n
3. -m -n =6m-3n
4. -7m= -2n

So,m/n= 2/7

Therefore, T divides PQ in ratio2:7

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