## Integrated Sentence Examples

- The surgeries that first year
**integrated**the tumor into your brain using science and magic in a combination that even I was unable to reverse, when I finally realized you weren't the same woman I recalled. - The moral ideal, as a whole, can be realized only in some society of persons who, while remaining ends to themselves in the sense that their individuality is not lost but rendered more perfect, find this prefection attainable only when the separate individualities are
**integrated**as part of a social whole. - Cos k(at-r), it is necessary to suppose that the
**integrated**term vanishes at the upper limit. - We may usually suppose that a large number of the outer rings are incomplete, so that the
**integrated**term at the upper limit may properly be taken to vanish. - By the principle of energy the illumination over the entire focal plane must be equal to that over the diffracting area; and thus, in accordance with the suppositions by which (3) was obtained, its value when
**integrated**from E= co to = -1-x, and from n = - oo to n = -1-oo should be equal to ab. - It has already been suggested that the principle of energy requires that the general expression for I 2 in (2) when
**integrated**over the whole of the plane, n should be equal to A, where A is the area of the aperture. - In the second term if we observe that cos {p'+ 27rh/Af)E} =cos{p' - g,E} = cos p cos g, +sin p sin giE, we see that the second part vanishes when
**integrated**, and that the remaining integral is of the form w = f +.0 sin z h, cos where h,=7rh/Af, g,=a-27Th/Af. - The
**integrated**intensity, I', or 21-14 +2 cos pw, is thus I' =27rh,. - When the secondary disturbance thus obtained is
**integrated**with respect to dS over the entire plane of the lamina, the result is necessarily the same as would have been obtained had the primary wave been supposed to pass on without resolution, for this is precisely the motion generated when every element of the lamina vibrates with a common motion, equal to that attributed to dS. - Integrating by parts in (II), we get J e = ikr d7 pc-11 / d (e r - ay= rJ Z d y - r / 1 dY, in which the
**integrated**terms at the limits vanish, Z being finite only within the region T. - In the last quarter of the 19th century the conception grew clearer that morbid anatomy for the most part demonstrates disease in its static aspects only, and also for the most part in the particular aspect of final demolition; and it became manifest as pathology and clinical medicine became more and more thoroughly
**integrated**, that the processes which initiate and are concerned in this dissolution were not revealed by the scalpel. - - A plane area exposed to fluid pressure on one Side experiences a single resultant thrust, the
**integrated**pressure over the area, acting through a definite point called the centre of pressure (C.P.) of the area. - This is mathematically expressed by the statement that dE is an exact differential of a function of the co-ordinates defining the state of the body, which can be
**integrated**between limits without reference to the relation representing the path along which the variations are taken. - This relation cannot be directly
**integrated**, so as to obtain the equation for the saturation-pressure, unless L and v - w are known as functions of 0. - Now that friction is also the difference between the tensions of the band at the two ends of the elementary arc, or dT =dF =fTdO; which equation, being
**integrated**throughout the entire arc of contact, gives the following formulae: - In diameter, standing erect, but pierced by a tubular passage from top to bottom; the Leaning Column nearly as large, undermined and tilting like the campanile of Pisa; the Organ, a cluster of stalactites in the chamber known as the Cathedral; besides a vast bed of di.-
**integrated**carbonates left by the whirling flood in its retreat through the great space called the Elfin Ramble. - In all cases to which it is necessary to have regard the
**integrated**terms vanish at both limits, and we may write f o (z)dz = 3f2' z 3 4(z)dz, f o z(z)dz = 'a' z4 cb(z)d z; (36) so that Ko = 3 f o z3 ?(z) dz, To = $? - He noted that the number of transistors that could be cheaply placed on an
**integrated**circuit had doubled every year for some time, and predicted it was likely to continue to do so. - Obviously in that time, the underlying technology kept shifting—computers went from electromechanical to relays to vacuum tubes to transistors and then to
**integrated**circuits—and the abstraction, the calculations per second, kept doubling.