1. State, in words, the locus of a shuttlecock hit by a badminton player.
2. State the locus of a cat moves at a distance of 6 m from a fixed point M. 3. Point P moves in such a way that PD is always 1 cm. Construct the locus of point P. A
D
2 cm
B
C
1 cm
4. Point Q moves in such a way that its distance from point N is equal to its distance from point M. Construct the locus of point Q. N
M
K
L
5. Point R moves in such a way that it is 2 cm from line GF. Construct the locus of point R. G
6. Point S moves in such a way that it is equidistant from lines XZ and WY. Construct the locus of point S. Z
Y
W
X
7. Mark the intersection point(s) of the loci. Locus I: A point M moves in such a way that it is equidistant from lines PR and SQ. Locus II: A point N moves in such a way that TN = 0.6 cm. S
