The path traced out by a moving Point which moves according to some given geometrical conditions is _____

A locus is the curve traced out by a point which moves under certain geomatrical conditions: To find the locus of a point first we assume the co-ordinates of the moving point as (h,k) and then try to find a relation between h and k with the help of the given conditions of the problem. If there is any variable involved in the process then we eliminate them. At last we replace h by x and k by y and get the locus of the point which will be an equation in x and y. On the basis of above information, answer the following questions Locus of centroid of the triangle whose vertices are (acost, asint), (bsint,-b cost) and (1, 0) where t is a parameter is -

The locus of a point which moves such that its distance from a given point is constant is

Find the path traced out by the point (ct,c/t) here t ne 0 is the parameter and c is a constant .

According to Kepler's planet move in

Read the given statements and select the correct option. Statement 1 : Circular motion is the motion along a curve traced out by a moving object such that its distance from a fixed point is constant. Statement 2 : The motion of a wheel of a moving bicycle is same as the motion of a mark on the blades of a moving electric fan.

According to Kepler , planets move in

According to Kepler , planets move in

When is a moving object considered as a point object ? Give some example.

Platrform Moving With Some Acceleration