Its distance from origin is 5 unit.
the point is always 2 units above the x-axis.
its distance from y - axis is twice its distance from x axis.
it is equidistant form both axes.
the sum of its distance from the axes is always 5 units.
it is 5 units from the point (-4,-3)
vi.
vii.
drove,
long questions
ation
find the equation of the locus of a point which moves in such a way that its distance
om the fixed point (hik) is always 'r' units,
ind the equation of the locus of a point which is equidistant from (0,2) and x-axis.
(05) and b(-5, 0) are the two fixed points. obtain the equations of the locus of
when
ij. pa = 2pb
v ap2 + pb2 = ab
point moves so that the sum of its distance from the points (c, 0) and (c, o) is
x y
+
= 1.
prove that its locus is
oint moves such that the algebraic sum of its distance from the co-ordinat
is a constant quantity k. find the equation of the locus,
that its locus is a? " (a? -c)
answer
chow to your teachers
the riven line