A table has a heavy circular top of radius 1 m and mass 20 kg . It has four light legs of length 1 m fixed symmetrically on its circuference. What is the maximum weight which may be placed anywhere on this table wihtout toppling it?

A table has a heavy circular top of radius 1 m and mass 20 kg. It has four light legs of lengths 1 m fixed symmetrically on its circumference. (a) What is the maximum mass that may be placed any where on this table without toppling the table ? (b) What is the area of the table tope over which any weight may be placed without toppling it ?

A table has a heavy circular top of radius 1m and mass 2kg . It has four light legs of length 1m fixed symmetrically on its circumference. Find the maximum mass (in kg) which may be placed anywhere on this table without toppling it. (take sqrt(2)=1.4)

A table has a heavy circular top of radius 1m and mass 2kg . It has four light legs of length 1m fixed symmetrically on its circumference. Find the maximum mass (in kg) which may be placed anywhere on this table without toppling it. (take sqrt(2)=1.4)

A table has a heavy circular top of radius 1m and mass 20 kg , placed on four light (considered massless) legs placed symmetrically on its circumference. The maximum mass that can be kept anywhere on the table without toppling it is close to

A conical tank is 4 m deep and its circular top has radius 1.75 m, find the capacity of the tank in kilolitres.

A body has a mass M kg on the earth .What will be its weight on the earth ?

A uniform rope of length 3 m and mass 1 kg is kept on a table such that 80 cm of its length hangs freely from the edge of the table . Calculate the work done in pulling the entire rope on the table .