116.Linear mass density of rod of length `l' is directly proportional to x^3, where `x' is distance from one end of rod. Centre of mass of rod lies at.

Open in App

Solution

Suggest Corrections

Similar questions

The linear density of a rod of length ‘L’ at a distance ‘x’ from one end is given by calculate the mass of rod, given $λ_{0}$ is the density of the rod at x = 0.

Q. The mass per unit length of a rod of length

3

m

is directly proportional to distance

x

from its one end. The centre of mass of the rod from that end will be at

Q. Calculate the centre of mass of a non-uniform rod whose linear mass density

(λ)

varies as

λ = \frac{λ_{o}}{L} x^{2}

, where

λ_{0}

is a constant,

L

is the length of the rod and

x

distance is measured from one end of the rod..

Q. A non-uniform thin rod of length

L

is placed along

x -

axis as such its one of ends at the origin. The linear mass density of rod is

λ = λ_{0} x

. The distance of centre of mass of rod from the origin is:

Q. A rod of length

3 m

has its mass per unit length directly proportional to distance

x

from one of its ends then its centre of gravity from that end will be at

Join BYJU'S Learning Program

Select...