Related InterviewSolutions

• If P (x,y) and Q (1,4) are the points on the circle whose centre is :C(5,7) and radius is 5 cm, then find the locus of P.
• If two lines intersect at P at right angular and pass through A(1,1) and B(1,0) respectively when what is the locus of P?
• In `Delta PAB` D,E and F are the mid-points of PA, AB and BP respectively. The area of DEF is 8 sq.units. If A is (2,5) and B is (3,4), then what is the locus of P?
• The locus of point equidistant from three fixed points is a single point. The three points are________A. collinearB. non-collinearC. coincidentalD. None of these
• If P is a point on the circle with AB as a diameter, where A and B are (0, 2) and (2,4) respectively, then he locus of P is ____
• The locus of a point which is collinear with the two given points is ________A. a circleB. a triangleC. a straight lineD. a parabola
• The locus of a point moving in a space which is at a constant distance from a fixed point in space is called a ____A. squareB. sphereC. circleD. triangle
• The locus of the centre of a circle the touches the given circle externally is a _______A. curveB. straight lineC. circleD. helix
• The solid formed when a right triangle is rotated about one of the sids containing the right angle in a _____A. prismB. cylinderC. coneD. sphere
• The locus of a points, which is at a distance of 8 units from (0, - 7), is ______A. `x^(2) + y^(2) + 6x + 14y - 15 = 0`B. `x^(2) + y^(2) = 14 g - 15 = 0`C. `y^(2) + 14 g - 8 = 0`D. `x^(2) + y^(2) + 14x + 14 y - 15 = 0`