aq aq

aq Sentence Examples

• When substances in solution are dealt with, Thomsen indicates their state by affixing Aq to their symbols.

• Thus [NaOH Aq, HNO 3 Aq] =13680 cal.

• Thus the equation Cl 2 -1-2KI, Aq=2KC1, Aq+12+52400 cal., or (C12) +2KI, Aq =2KC1, Aq+-I-52400 cal., would express that when gaseous chlorine acts on a solution of potassium iodide, with separation of solid iodine, 52400 calories are evolved.

• %// /, i% ue gerebant Atyr anni RE PAR ati RE FVI:OEE m A Aelinqv Vt: T Aq.

• When C vanishes j has the form j = pxg x, and (f,j) 3 = (ap) 2 (aq)ax = o.

• Hence, from the identity ax (pq) = px (aq) -qx (ap), we obtain (pet' = (aq) 5px - 5 (ap) (aq) 4 pxg x - (ap) 5 gi, the required canonical form.

• Then, if Q be any radiant point and Q' its image (primary focus) in the spherical mirror AP, we have 1 1 2cos4) v l + u 'a ' ' where v 1 = AQ', u =AQ, a =OA, =angle of incidence QAO, equal to the angle of reflection Q'AO.

• The grating at A and the eye-piece at 0 are rigidly attached to a bar AO, whose ends rest on carriages, moving on rails OQ, AQ at right angles to each other.

• a =p n, b= aq, c- 2n bq, and so on.

• From equations (i), we find that aq _ o a pi qi -, so that the extension of the new range is seen to be dp i dq i ...

• there are entered the distances AN, AP, AQ,.

• The generalized formula is fxo u¢ (x)dx = Aq(xm) - where 0, A 2, ...

• G, 7P aq ?Q.

• Translated into terms of ancient criticism, he became the model of the "plain style" (toxvos xapaKriip, Invvrt, Acr17, aq€Arts AEcs genus: tenue or subtile).

• Let APB be a semicircle, BT the tangent at B, and APT a line cutting the circle in and BT at T; take a point Q on AT so that AQ always equals PT; then the locus of Q is the cissoid.

• It is assumed that a flow of heat Q, due to conduction, tends to carry with it a proportional electric current C = aQ.

• An alkali is a solution containing excess hydroxide ions OH - (aq ).

• When substances in solution are dealt with, Thomsen indicates their state by affixing Aq to their symbols.

• Thus [NaOH Aq, HNO 3 Aq] =13680 cal.

• Thus the equation Cl 2 -1-2KI, Aq=2KC1, Aq+12+52400 cal., or (C12) +2KI, Aq =2KC1, Aq+-I-52400 cal., would express that when gaseous chlorine acts on a solution of potassium iodide, with separation of solid iodine, 52400 calories are evolved.

• %// /, i% ue gerebant Atyr anni RE PAR ati RE FVI:OEE m A Aelinqv Vt: T Aq.

• When C vanishes j has the form j = pxg x, and (f,j) 3 = (ap) 2 (aq)ax = o.

• Hence, from the identity ax (pq) = px (aq) -qx (ap), we obtain (pet' = (aq) 5px - 5 (ap) (aq) 4 pxg x - (ap) 5 gi, the required canonical form.

• Then, if Q be any radiant point and Q' its image (primary focus) in the spherical mirror AP, we have 1 1 2cos4) v l + u 'a ' ' where v 1 = AQ', u =AQ, a =OA, =angle of incidence QAO, equal to the angle of reflection Q'AO.

• The grating at A and the eye-piece at 0 are rigidly attached to a bar AO, whose ends rest on carriages, moving on rails OQ, AQ at right angles to each other.

• a =p n, b= aq, c- 2n bq, and so on.

• From equations (i), we find that aq _ o a pi qi -, so that the extension of the new range is seen to be dp i dq i ...

• So far as is known, each line in the spectrum of, say, mercury, represents a possibility of a distinct vibration of the mercury atom, and accordingly provides two terms (say aq;, 2 +.

• there are entered the distances AN, AP, AQ,.

• The generalized formula is fxo u¢ (x)dx = Aq(xm) - where 0, A 2, ...

• G, 7P aq ?Q.

• aa, ae, af, ag, ah, ak, al, am, an, ap, aq, ar, as, at, au, av, aw, ax, ay, az, bb, In Anodonta these pallial tentacles are confined to a small area surrounding the inferior siphonal notch (fig.

• Translated into terms of ancient criticism, he became the model of the "plain style" (toxvos xapaKriip, Invvrt, Acr17, aq€Arts AEcs genus: tenue or subtile).

• Let APB be a semicircle, BT the tangent at B, and APT a line cutting the circle in and BT at T; take a point Q on AT so that AQ always equals PT; then the locus of Q is the cissoid.

• It is assumed that a flow of heat Q, due to conduction, tends to carry with it a proportional electric current C = aQ.