Find the co-ordinates of the point which divides the line segment joining the points (3,4) and (7,9)internally in the ratio 2:3
Answers
Answered by
2
the coordinates of the point are 23/5&6 respectively (using section formula)
Answered by
3
HI
By using section formula,
mx2 + nx1 , my2 + my1
-------------- --------------
m+n m+n
X1,Y1 =3,4
X2,y2=7,9
m,n 2,3
=2*7+3*3\2+3, 2*9+3*4\5
=14+9\5,18+12\5
=23\5,30\5
=23\5,6
Therefore, the coordinates are 23\5,6
HERE devil1407
Hope it helps u
By using section formula,
mx2 + nx1 , my2 + my1
-------------- --------------
m+n m+n
X1,Y1 =3,4
X2,y2=7,9
m,n 2,3
=2*7+3*3\2+3, 2*9+3*4\5
=14+9\5,18+12\5
=23\5,30\5
=23\5,6
Therefore, the coordinates are 23\5,6
HERE devil1407
Hope it helps u
Similar questions