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CDS - Locus Test 1181
CDS - Locus Test 1181
Time Left -
Question
1/5
1 / -0.33
A particle is moving in a plane in such a way that, it’s distances from two fixed point are always same. The path thus formed by the particle is:
A
Circle passing through fixed points
B
Perpendicular bisector of the line joining two fixed points
C
Triangle whose centroid and incenters are at these fixed points
D
A point at equidistant from both fixed points
Question
2/5
1 / -0.33
If a point P moves such that the sum of the squares of its distances from two fixed points A and B is a constant, then the locus of the point P is
A
A straight line
B
A circle
C
Perpendicular bisector of AB
D
An arbitrary curve
Question
3/5
1 / -0.33
What is the locus of centres of circles which touch a given line at a given point ?
A
A line perpendicular to the given line, passing through the given point
B
A line parallel to the given line
C
A circle tangent to the given line at the given point
D
A closed curve other than a circle
Question
4/5
1 / -0.33
Let A and B be two points. What is the locus of the point P such that angle APB = 90
0
?
A
the line AB itself
B
the point p itself
C
the circumference of the circle with AB as diameter
D
the line perpendicular to AB and bisecting AB
Question
5/5
1 / -0.33
If the coordinate of a variable point P
where
is a variable quantity.Then find locus of P.
A
B
C
D
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