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The number of points on X-axis which are at a distance c units (c < 3) from (2, 3) is
- a)1
- b)0
- c)3
- d)2
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The number of points on X-axis which are at a distance c units (c <...
Distance of 'c' units from (2,3)
Let the no: of points be (x,0)
By distance formula
{(2−x)2+(3−0)2}=c
4−4x+x2+9=c
⇒x2−4x+13 = c:c=2,2
There are the points of c,such that when they are applied back to the equations,the number of points will become zero.
Let the no: of points be (x,0)
By distance formula
{(2−x)2+(3−0)2}=c
4−4x+x2+9=c
⇒x2−4x+13 = c:c=2,2
There are the points of c,such that when they are applied back to the equations,the number of points will become zero.
Most Upvoted Answer
The number of points on X-axis which are at a distance c units (c <...
points on the x axis are (x,0)The distance between
any 2 points in the plane are √(Δx^2+(Δy^2)So ((x-^2)2 +9).^5 <3? is the question.(x^
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The number of points on X-axis which are at a distance c units (c <...
The number of points on the x-axis which are at a distance c units from the origin is 2, unless c = 0 in which case there is only 1 point at the origin.
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