[" 52."A-=(-4,0),B-=(4,0).M" and "N" are the variable points of "],[" the "y" -axis such that "M" lies below "N" and "MN=4." Lines "AM],[" and "BN" intersect at "P." The locus of "P" is "]

A-=(-4,0) ,B-=(4,0). M and N are the variable point of the y-axis such that M lies below N and MN=4. Lines AM and BN intersect at P. The locus of P is

A-=(-4,0),B-=(4,0) M and N are the variable points of the y-axis such that M lies below N and M N=4 . Lines A M and B N intersect at Pdot The locus of P is (a) 2x y-16-x^2=0 (b) 2x y+16-x^2=0 (c) 2x y+16+x^2=0 (d) 2x y-16+x^2=0

A-=(-4,0),B-=(4,0)dotMa n dN are the variable points of the y-axis such that M lies below Na n dM N=4 . Lines A Ma n dB N intersect at Pdot The locus of P is

A-=(-4,0),B-=(4,0) Mand N are the variable points of the y-axis such that M lies below NandMN=4. Lines AMandBN intersect at P. The locus of P is (a) 2xy-16-x^(2)=0( b) 2xy+16-x^(2)=0 (c) 2xy+16+x^(2)=0( d )2xy-16+x^(2)=0

A-=(-4,0),B-=(4,0)dotMa n dN are the variable points of the y-axis such that M lies below Na n dM N=4 . Lines A Ma n dB N intersect at Pdot The locus of P is (a) 2x y-16-x^2=0 (b) 2x y+16-x^2=0 (c) 2x y+16+x^2=0 (d) 2x y-16+x^2=0

A-=(-4,0),B-=(4,0)dotMa n dN are the variable points of the y-axis such that M lies below Na n dM N=4 . Lines A Ma n dB N intersect at Pdot The locus of P is a. 2x y-16-x^2=0 b. 2x y+16-x^2=0 c. 2x y+16+x^2=0 d. 2x y-16+x^2=0

S is the point (4,0) and M is the foot of the perpendicular drawn from a point P to the y- axis.If P moves such that the distance PS and PM remain equal find the locus of P.

S is the point (0,4) and M is the foot of the perpendicular drawn from a point P to the y -axis. If P moves such that the distance PS and PM remain equal find the locus of P .

A line intersects x-axis at A(2, 0) and y-axis at B(0, 4) . A variable lines PQ which is perpendicular to AB intersects x-axis at P and y-axis at Q . AQ and BP intersect at R . The locus of R and the circle x^2 + y^2 - 8y - 4 = 0 (A) touch each other internally (B) touche the given circle externally (C) intersect in two distinct points (D) neither intersect nor touch each other