find the coordinates of point on the x-axis which are at a distance of 17 units from the.( 11, -18)
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Correct question Should be as follows
find the coordinates of point on the x-axis which are at a distance of 17 units from the.( 11, -8)
Given:
A coordinates of a point P = ( 11, -8)
To Find:
Coordinates of a point whose distance is 17 units from X- axis.
Solution:
It is clear that,
At X - axis, y coordinate of any point is Zero
Now, Let the coordinates of required point is ( x , 0 )
It is given that, Distance between the required point and P is 17 units.
Using Distance formula,
√{( X2 - X1)² + ( Y2 - Y1 )²} = 17
√{ ( x - 11)² + (0- (-8) )² } = 17
( x - 11 )² +64 = 289
( x - 11 )² = 225
( x - 11 ) = ± 15
x - 11 = 15 or x - 11 = -15
x = 26 or x = -4
Hence, Coordinates of required point is ( 26,0 ) or ( -15, 0 )
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