answer of this question plz
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Heya,
The coordinates of point A and B are (-2,-2) and (2,-4) respectively.
Since AP = 3/7 AB
AP = 3/7(AP + PB)
=> 7AP = 3AP+3PB
=> 7AP-3AP= 3PB
=> 4AP=3PB
=> AP/PB= 3/4
Therefore, AP:PB = 3:4
Point P divides the line segment AB in the ratio 3:4.
Coordinates of P =
[(3)(2)+4(-2) / 3+4} , {(3)(-4)+(4)(2) /3+4]
= [(6-8)/7 , (-12-8)/7]
= (-2/7 , -20/7) Answer...
HOPE IT HELPS:-))
The coordinates of point A and B are (-2,-2) and (2,-4) respectively.
Since AP = 3/7 AB
AP = 3/7(AP + PB)
=> 7AP = 3AP+3PB
=> 7AP-3AP= 3PB
=> 4AP=3PB
=> AP/PB= 3/4
Therefore, AP:PB = 3:4
Point P divides the line segment AB in the ratio 3:4.
Coordinates of P =
[(3)(2)+4(-2) / 3+4} , {(3)(-4)+(4)(2) /3+4]
= [(6-8)/7 , (-12-8)/7]
= (-2/7 , -20/7) Answer...
HOPE IT HELPS:-))
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Answer is p(x,y)=p(-2÷7,-20÷7)this is the solution of the sum
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