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956. Ar/3oXcks] Supply again «5i5a£a : 'And I taught them the introductions.' Cf. 1. 1104 for eto/3oX&s ffotpiffp.drwv. With yiaviauip.oOs i irCiv ' squaring of phrases ' compare above, 1. 799 — 801. 958. 0ijm1 Kdyili] That he did teach all this, 0IJM1 + QUM2 ) +RMAG*0C3S ( OUM 10UM2+RANG ) ) 0UM4 = EHMAG*(0SI''!(0UM1+0UM2) +RMAG*0SIN!0UMl0UM2 + RANG) ) 0UM5 = DS0RT( DUM3*0UM3+0UM4*0UM4) Ol)M6=04PC0S (0UM3/DUM5) IF (0UM4.LT. 0.00+00 ) Thomas, P.M. 19 July, 1887 Governor and Executive Council Nil. 12 April, I364. Gi1oler.. . James Lyons . 22 Dec., 189! Ditto . 240 0 0 5F<'b1 1377Mstron .. . Sarah G. Lyons . 22 Dec., 1891 Ditto 43 o 0 IJM1 1337Visiting Surgeon an 1 penser.Then the polynomials

,Pn(x)=B„(x)Bn{0),.Ijm.1, 2, 3,) are such that Pn(x)> j xj uniformly on [— a, a]. § 13. The Stone VVeierstrass Theorem. Before proving this theorem, we give definitions and ^elementary thebrems which will be needed in ai I'MIOJ'QOIO0.0—IJM 1 t a ~ . . . . . s w a .l..~~ . anono. ..naqunoomdQQuucnc “. ovaOm , I . . . '..... ~. nose.a.¢Qo..uruogm co 1““O .a. . S,+&S+m2 s +2Qc0,s+c0, Q. " For the purposes of clarification, the LC filter of Figure 18.6 is a twopole structure with complex poles: 1171,1172 = —Q0)0 ijm, \/1? . The filter response can be described in terms of the poleQ frequency (coo) 9 Not only distinguished be cause of their high quality, the

Wildenstein.drawings, because kept in the album until relatively recently, are amongthe best preserved of Claude's works. The present drawing is no exception.'0 IJM 1 Roethl isbcrgcr X з a N i Noiiwis £ I DN IM0330J S I О N I 1 1 I S310N 33N3a3J3B 33S X 3 G N I N 0 I J M 1 S XJÜN1 NO I 1 tf 1 S Quvaooi N051 IH. s a 3 3 n i d 3 □ a Л 1 N П s a 3 3 N S H 3 3 N í £ 3 10 S tí 3 3 N И i N 3 H H Л H H S H d S N s d n 3 Э I S 1 FN "Ude PinkMen, . x1! 77* i * ö K*: .7. A r f on. .i'rteerJoklznn.q löMcgZ'ctc Domozlloi'yitnlis fanZi )obnnni8 7]bef0[*0ijm1'tani*l)tj0r pci* Mamanam genenzijn, prefzencinm te*ioconotioiani(iib[*otiyt6rnm.,„('on8j8  and constantpercentage. hyperbolic

differential.equation Mathematics, a secondorder differential equation of the form £ AJjShildxflx) + £ B,(du/dx,) + Cu + D = 0 IJm] 1=1 such that: (a) Am Bp C. and D are all differentiable functions of (x, xn),