Find the coordinates of a point whose distance from (3,5) is 5 and that from (0,1) is 10 units.
Asked by Somesh Meena | 7th Feb, 2014, 06:36: PM
Dear Student,
Please check your question if it is correct. The following is the solution provided but it needs some more information to complete this soluyion.
Let the coordinates of the point be (x, y)
Now, distance of (x, y) from the point (3, 5) is 5 units.
............(1)
Also, distance of (x, y) from the point (0, 1) is 10 units.
...........(2)
Subtracting (2) from (1), we get
Topper's Team
Let the coordinates of the point be (x, y)
Distance of (x,y) from the point (3,5) is 5 units.
and distance of (x,y) from the point (0,1) is 10 units.
subtracting equation (i) from (ii):
since 3x=2y put this in (iii)
Answered by | 7th Feb, 2014, 09:37: PM
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