A (-11,7) and B(-10,6) are points of trisection of a line segment PQ, the co-ordinates of P
and Q are
[ ]
A) (-12,8)(-9,5) B) (12,8)(9,-5) C) (-12,-8)(-9,-5) D) (12,-8)(-9,5)
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Answer:Let P=(a1,b1) and Q=(a2,b2). Given, A=(−11,7) and B = (-10, 6)
⇒A is the mid-point of the line segment PB.
∴A=(a1−102,b1+62)
(−11,7)=(a1−102,b1+62)
⇒a1=−12 and b1=8
⇒F=(−12,8) . Similarly , Q=(−9,5)
Step-by-step explanation:
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