Rule out or accept the following formulae for kinetic energy on the basis of diemensional arguments: `(3/16) mv^2`

Rule out or accept the following formulae for kinetic energy on the basis of diemensional arguments: (1/2) mv^2 + ma

Rule out or accept the following formula for displacement y of particle undergoing periodic motion on the basis of dimentional arguments : (i) a sin 2pi t"/"T (ii) a cos vt (iii) a sin (omegat -kx) where a= maximum displacement of the particle T= time period of motion, t= time interval, v= speed of particle, omega = Angular speed of particle, k= displacement constant.

The SI unit of energy is J = kg m^2 s^(-2), that of speed upsilon is ms^(-1) and of acceleration a is ms^(-2) which of the formulae for kinetic energy (K) given below can you rule out on the basis of dimensional arguments (m stands for the mass of the body). (a) K = m^2 upsilon^3 (b) K = (1)/(2)m upsilon^2 (c ) K= ma (d) K =(3)/(16)m upsilon^2 (e ) K = (1)/(2) m upsilon^2 +ma

The kinetic energy of a body of mass 3 kg and momentum 2 Ns is

Calculate the dimensional formula of energy from the equation E= 1/2 mv^2 .

Out of the formulae y =a sin 2pi t//T and y = a sin upsilon t for the displacement y of particle undergoing a periodic motion, rule out the wrong formula on the basis of dimensions. Symbols have standard meaning.

Find the modulus and argument of the following complex number and hence express each of them in the polar form: (-16)/(1+i sqrt(3))

Kinetic theory of gases is a generalization offered by Maxwell. Boltzmann, Clausius, etc. to explain the behaviour of ideal gases. This theory assumes that ideal gas molecules neither attract nor repel each other. Average kinetic energy of gas molecules is directly proportional to the absolute temperature. A gas equation called kinetic gas equation was derived on the basis of kinetic theory PV = (1)/(3) mv^(2) The kinetic energy of 2.8 g of nitogen gas at 127^(@)C is nearly :

Kinetic theory of gases is a generalization offered by Maxwell. Boltzmann, Clausius, etc. to explain the behaviour of ideal gases. This theory assumes that ideal gas molecules neither attract nor repel each other. Average kinetic energy of gas molecules is directly proportional to the absolute temperature. A gas equation called kinetic gas equation was derived on the basis of kinetic theory PV = (1)/(3) mv^(2) The average kinetic energy per molecule of an ideal gas is equal to :

Kinetic theory of gases is a generalization offered by Maxwell. Boltzmann, Clausius, etc. to explain the behaviour of ideal gases. This theory assumes that ideal gas molecules neither attract nor repel each other. Average kinetic energy of gas molecules is directly proportional to the absolute temperature. A gas equation called kinetic gas equation was derived on the basis of kinetic theory PV = (1)/(3) mv^(2) Which of the following do not pertain to the postulates of kinetic theory of gaes ?