A gas mixture consists of molecules of type A, B and C with masses `m_(A)gtm_(B)gtm_(C)`. Rank the three types of molecules in decreasing order of (a) average K.E., (b) rms speeds

A gas mixture consists of molecules of A,B and C with masses m_(A) gt m_(B) gt m_(C). Rank the three types of molecules in decreasing order of (a) average KE (b) rms speeds.

A gas mixture consists of molecules of A,B and C with masses m_(A) gt m_(B) gt m_(C). Rank the three types of molecules in decreasing order of (a) average KE (b) rms speeds.

A gas mixture consists of molecules of types A,B and C with masses m_a > m_B>m_c Rank the three types of molecules in decreeasing order of average K.E.

A gas mixture consists of molecules of types A,B and C with masses m_a > m_B>m_c Rank the three types of molecules in decreeasing order of rms speeds.

A gas mixture consists of molecules of type 1,2 and 3, with molar masses m_(1) gt m_(2) gt m_(3).V_(rms) " and "overset(-)(K) are the r.m.s. speed and average kinetic energy of the gases. Which of the following is true-

Consider a mixture of gas molecule of types A, B and C having masses m_(A) lt m_(B) lt m_(C) . The ratio of their root mean square speeds at normal temperature and pressure is :

Rank the hydrogen atoms (H_(a),H_(b), H_(c)) present in the following molecule is decreasing order of their acidic strengh.

Rank the hydrogen atoms (H_a, H_b, H_c) present in the following molecule in decreasing order of their acidic strength.

Rank the hydrogen atoms (H_a, H_b, H_c) present in the following molecule in decreasing order of their acidic strength.

The rms speed of gas molecules at 0^@C . Will be reduced to half at