Home
Class 11
MATHS
A variable circle passes through the fix...

A variable circle passes through the fixed point A(p,q) and touches x-axis. The locus of the other end of the diameter through A is

A

`y- q)^(2)= 4px`

B

`(x-q)^(2)= 4py`

C

`(y-p)^(2)= 4qx`

D

`(x-p)^(2)= 4qy`

Text Solution

Verified by Experts

The correct Answer is:
D
Promotional Banner

Similar Questions

Explore conceptually related problems

A variable circle passes through the point A(a,b) and touches the x-axis.Show that the locus of the other end of the diameter through A is (x-a)^(2)=4by

A variable circle passes through the fixed A (p, q) and touches the x-axis. Show that the locus of the other end of the diameter through A is (x-p)^2 = 4qy .

A variable circle passes through the point P (1, 2) and touches the x-axis. Show that the locus of the other end of the diameter through P is (x-1)^2 = 8y .

A variable circle passes through the fixed point (2,0) and touches y-axis then the locus of its centre is

A variable circle passes through the fixed point (2, 0) and touches y-axis Then, the locus of its centre, is

A circle passes through A(1,1) and touches x - axis then the locus of the other end of the diameter through 'A' is

A variable circle passes through the fixed point (0,5) and touches x -axis.Then l licus of centre of circle (i) parabola (ii)circle (iii)elipse (iv) hyperbola

A circle passes through A(2,1) and touches y -axis then the locus of its centre is