# Od Sentence Examples

- 28, and the levers are adjusted so that the left-hand one moves a, b, c and punches a row of holes across the paper (group i in the figure), the middle one moves b only and punches a centre hole (2 in the figure), while the right-hand one moves a, b, d, e and punches O p p Oa Oa' Ob
**Od**0? - R.o, egg sac;
**od**, oviduct. - R.o, Egg sac.
**od**, Oviduct. - 13,
**od**) leads, and in some of the more primitive insects (bristle-tails, earwigs, may-flies) the two oviducts open separately direct to the exterior. - - Ovaries of Cockroach, with Oviducts
**Od**and Colleterial Glands CG. **Od**, Vagina.- Writing D = gi d
**od**p! - 1
**od**., receipts-in-aid were equivalent to a rate of 3s. - - Employ the elliptic coordinates n,, and -=n+Vi, such that z=cch?, cchncos,y=cshnsin-; (1) then the curves for which n and are constant are confocal ellipses and hyperbolas, and -d(n,) =c 2 (ch 2 n - cost) = 2c 2 (ch2n-cos2) = r i r 2 =
**OD**2, (2) if**OD**is the semi-diameter conjugate to OP, and ri, r 2 the focal distances, rl,r2 = c (ch n cos 0; r 2 = x2 +y2 = c 2 (ch 2 n - sin20 = 1c 2 (ch 2 7 7 +cos 2?). - If the dispart sight were EarlyTangent being used, the sighting radius would be
**OD**, but, as Sight. - The most interesting poem of Bogdan Zaleski is his "Spirit of the Steppe" (Duch
**od**stepu). - The differences
**OD**and DI are thus calculated, while the values of D(v) and I (v) are obtained by summation with the arithmometer, and entered in their respective columns. - Again, starting from 0, by the abstraction of heat we can remove all the liquid and travel along the curve
**OD**of equilibrium between the two solids (salt and ice) and the vapour. - B, buccal mass; m, retractor muscles of the buccal mass; ov, ovary;
**od**, oviduct; i, coils of intestines; ao, aorta; c', left auricle; c, ventricle. - J ?2t -
**od**&rederiks Riedyerikssun' nae ?l"? **Od**, Oviduct.- Thus ii AB, BC, CD represent the given loads, in the force-diagram, we construct the sides corresponding to OA, OB, OC,
**OD**in the funicular; we then draw the closing line of the funicular polygon, and a parallel OE to it in the force diagram. - The path is therefore an ellipse of which a, b are conjugate semi-diameters, and is described in the period 24 Ju; moreover, the velocity at any point P is equal to ~
**OD**, where**OD**is the semi-diameter conjugate to OP. ~,This type of motion;,s called elliptic harmonic. If the co-ordinate axes are the principal axes of the ellipse, the angle ft in (I o) is identical with the excentric angle. - Then
**OD**:OC:OE::a:~:y. - Therefore a: EH: EK ::
**OD**: OC, - R
**od**., one-third of 4s. **Od**., we write down the sum of £3 and £2 as £6, not as £5, and the sum of 17s.