if the point P(2,1) lies on the line segment joining the points A(4,2) and B(8,4) then find AP/PB
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156
A ==========P ==============B
A(4 , 2) B(8 , 4) and P (2,1)
use section formula ,
let PA : PB =m : n
then,
2 ={8 × m + 4 × n}/(m + n)
2(m + n) =(8m + 4n)
2m +2n =8m + 4n
-6m = 2n
m/n = 1 : -3
here negative sign means p externally divided of AB .
A(4 , 2) B(8 , 4) and P (2,1)
use section formula ,
let PA : PB =m : n
then,
2 ={8 × m + 4 × n}/(m + n)
2(m + n) =(8m + 4n)
2m +2n =8m + 4n
-6m = 2n
m/n = 1 : -3
here negative sign means p externally divided of AB .
Answered by
85
A(4 , 2) B(8 , 4) and P (2,1)use section formula ,let PA : PB =m : n then,
2 ={8 × m + 4 × n}/(m + n)
2(m + n) =(8m + 4n)
2m +2n =8m + 4n
-6m = 2n
m/n = 1 : -3
2 ={8 × m + 4 × n}/(m + n)
2(m + n) =(8m + 4n)
2m +2n =8m + 4n
-6m = 2n
m/n = 1 : -3
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