## DC Sentence Examples

- I called in the
**DC**Sector for support as well. - My sister is expecting me to call and then to actually show up in
**DC**in the next week. - They reached the trendy teahouse in the wealthy section of
**DC**, Hannah still talking about Paris fashions. - Edinburgi, ex ofjicina Andreae Hart Bibliopolae, CID.
**DC**.XIV. - Below this are (After
**Dc**Bary. - (After Lankester, 17.)
**dc**, Directive corpuscle (outcast cell). - His favourite expression for the universal is "quod de pluribus natum est praedicari " (a translation of Aristotle,
**Dc**interpretatione, 7), which would seem to point to a real or objective counterpart of the products of our thought; and the traditional definitions of Boetius, whom he frequently quotes, support the same view of the concept as gathered from a number of individuals in virtue of a real resemblance. - The value of C for an annular aperture of radius r and width dr is thus
**dC**=271-Jo(Pp)pdp, (12). - The greatest brightness is at the centre, where
**dC**= 27rp d p, C = 7rR2. - The velocity past the surface of the sphere is
**dC**r sin 0 dy 2U (2r+ a 2) r sin g z U sin e, when r =a; (20) so that the loss of head is (! - 2 List of Plants commonly met with in northern Tunisia Adonis microcarpa,
**DC**. Nigella damascena, L. - Fedia cornucopiae, Gaertn Helichrysum Stoechas,
**DC**Centaurea (Seridia), sp. Urospermum Dalechampi, Scorzonera alexandrina, B Stachys hirta, L. - (5) If c is the resultant velocity of a molecule, so that c 2 =u2+v2+w2, it is readily found from formula (4) that the number of molecules of the first kind of which the resultant velocity lies between c and c+
**dc**is 4lrs1,l (h 3 rn 3 17r 3)e hmc2 c 2**dc**. (6) These formulae express the " law of distribution of velocities " in the normal state: the law is often called Maxwell's Law of Distribution. - 19) represent a gun at height BD above water-level
**DC**, elevated to such an angle that a shot would strike the water at C. Draw EB parallel to**DC**. It is clear that under these conditions, if a tangent sight AF be raised to a height F representing the elevation due to the range BC, the object C will be on the line of sight. - Differentiating and equating to zero, the cost is least when
**dC**_ LP +La =o, dl = l2 P=ale=G; that is, when the cost of one pier is equal to the cost erected of the main girders of one span. - Resultant tension along the chain at F, the vertical force V passing through the point D, and the horizontal tension at O; hence H: V =
**DC**: FC = wx 2 /2 y: wx = x/2. - Y, hence
**DC**is the half of OC, proving the curve to be a parabola. **Dc**Smet formation (shale and sandstone) 4000 ft.- (b) Two thin lenses in contact: let 4) i and 4) 2 be the powers corresponding to the lenses of refractive indices n i and n 2 and radii r' 1, r" i, and r' 2, r" 2 respectively; let 4) denote the total power, and
**dc**/), 2 the changes of 4), n l, and n 2 with the colour.