## Za Sentence Examples

- Of
**Za**,hringen in 1218, his coheiresses brought parts of the Breisgau to the counts of Urach and Kyburg, while part went to the margraves of Baden. - Amongst palms the Corypheae are represented by Sabal and Thrinax, and there is a solitary
**Za**,nza amongst Cycads. - Kravchinski,
**Za**sto lyet, 1800-1896. - ) j1+j2+j3+..ï¿½ (J1+ j2 +j3+...-1)!/T1)?1(J2)72 (J 3)/3..., j11j2!j3!... ?.1 for the expression of
**Za**n in terms of products of symmetric functions symbolized by separations of (n 1 1n 2 2n 3 3) Let (n) a, (n) x, (n) X denote the sums of the n th powers of quantities whose elementary symmetric functions are a l, a 2, a31ï¿½ï¿½ï¿½; x 1, x2, x31..; X1, X2, X3,... - Remark.-In this notation (0) = Eai = (i n); (02) _
**za**l a2 = (2);... - (x- an), the sums of powers Ea t,
**Za**3,**Za**4, ...**Za**n all satisfy the equation Si=o. - A quaternion is best defined as a symbol of the type q =
**Za**s e s = aoeo + ales = ale, + a3e3, where eo, ... - The sum and product of two quantities are defined in the first instance by the formulae
**zae**-IE(3e = E (a +0) e,**Za**,ei X E ai e j = (a iai) eie9, so that the laws A, C, D of ï¿½ 3 are satisfied. - Put S2 1 =12 cos 4, 12 2 = -12 sin 4, d4 d52 1 dS22 Y a2+c2 122 7Ti = 71 22 CL2- c2(121+5221)J, a2 +c2 do a2+c2 + 4c2 z dt a'-c2 (a2+,c2)2 M+2c2(a2-c2 N-{-a2+c2 2 Ý_a 2 +c 2 (' 4c2 .?"d
**za**2 -c 2 c2)2 2'J Z M+ -c2) which, as Z is a quadratic function of i 2, are non-elliptic so also for; G, where =co cos, G, 7 7 = - sin 4. - But the Kabuki-
**za**and its yakusha (actors) remained always a plebeian institution. - Men and women of all ranks began to visit it; the emperor himself consented (f 887) to witness a performance by the great stars of the stage at the private residence of Marquis Inouye; a dramatic reform association was organized by a number of prominent noblemen and scholars; drastic efforts were made to purge the old historical dramas of anachronisms and inconsistencies, and at length a theatre (the Yurabu-
**za**) was built on purely European lines, where instead of sitting from morning to night witnessing one long-drawn-out drama with interludes of whole farces, a visitor may devote only a few evening-hours to the pastime. - He also established a reputation as a preacher, and having been summoned to court, succeeded in vanquishing the native priests and in converting
**Za-Denghel**, the negus, who wrote to the pope and the king of Spain for more missionaries, an act of zeal which involved him in civil war with the Abyssinian priests (who dreaded the influence of Paez) and ultimately cost him his life (Oct. - 8 1Kantur, Q s a i Za_hwa ?
- The equation to the circumcircle assumes the simple form a fry +bra+ca(3= o, thecentre being cos A, cos B, cos C. The inscribed circle is cos
**zA**-V a +cos 1B -J (3 +cos 2C ¦ y = o, with centre Trill ea a= (3 = y; while the escribed circle opposite the angle A is cos 2A' - a+sin 2B A / 0+sin IC y=o, with centre Hates. - The circumcircle is thus seen Areal to be a 2 yz+b 2 zx+c 2 xy=o, with centre sin 2A, sin 2B, co sin 2C; the inscribed circle is A t (x cot
**ZA**)+ (y cot 2B) nates. - - N / (z cot IC) =o, with centre sin A, sin B, sin C; the escribed circle opposite the angle A is - N I (- x cot
**ZA**)+ -1 (y tan 2B) + -V (z tan 2C) =o, with centre - sin A, sin B, sin C; and the selfconjugate circle is x 2 cot A+y 2 cot B+z 2 cot C =o, with centre tan A, tan B, tan C. Since in areal co-ordinates the line infinity is represented by the equation x+y+z=o it is seen that every circle is of the form a 2 yz+b 2 zx+c 2 xy+(lx+my+nz)(x+y+z) = o. - The consonants, 30 in number, which are deemed to possess an inherent sound a, are the following: ka, k'a, ga, nga, ea, ca, ja, nya, ta, t'a, da, na, pa, p'a, ba, ma, tsa, ts'a, dza, wa, z'a,
**za**, 'ha, ya, ra, la, s'a, sa, ha, a; the so-called Sanskrit cerebrals are represented by the letters ta, t'a, da, na, s'a, turned the other way. - Aiguille de la
**Za**Mont Collon .