## qs

q.s. quarter section (of land)

### q.s.

Origin of q.s.

Classical Latin*quantum sufficit*Pharmacy as much as will suffice; enough

## q.s.

abbreviation

*Latin*

quantum sufficit (as much as suffices)

## qs

Noun

- plural form of
*Q*

quarter section (of land)

Origin of q.s.

Classical Latinabbreviation

quantum sufficit (as much as suffices)

Noun

- plural form of
*Q*

- If r be the number of quotients in the recurring cycle, we can by writing down the relations connectin g the successive p's and q's obtain a linear relation connecting p nr +m, t'(n-1)r +m, +m in which the coefficients are all constants.
- The conditions (~) then lead to IA(AC) 2, ,2 (AC)(BC) 1 ~ tO
**qs**B(BC)~ AB r0, C(BC) r~ - It is implied in the above description of the system that the Cartesian co-ordinates x, y, z of any particle of the system are known functions of the
**qs**, varying in form (of course) from particle to particle. - The coefficients arr, a,~, are called the coefficients of inertia; they are not in general constants, being functions of the
**qs**and so variable with the configuration. - This solution, taken by itself, represents a motion in which each particle of the system (since its displacements parallel to Cartesian co-ordinate axes are linear functions of the
**qs**) executes a simple vibration of period 21r/u.

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