Artificial intelligent assistant

solwe

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solwe
† solwe, v. Obs. Forms: pa. pple. (and pa. tense) 4 solwid (sulwed), soluid, solewid, 4–5 solwyd, solowed; 5 inf. sol(o)wyn. [Related to older Flem. soluwen, seulewen, MHG. sulwen, or to OHG. solagôn, sologôn (MHG. solgen, also sulgen): cf. sol a. and sole v.3] 1. trans. To defile, soil, sully.a 130... Oxford English Dictionary
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Sumve
Sumve Lugulu "A" Sumve Lugulu "B" Budushi "A" Budushi "B" Budushi "C" Nyamayengo Chambali Nyamijundu Solwe Sumve Mahiga Imalaseko Mbafe Mabatini wikipedia.org
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solewid
solewid pa. pple. solwe v. Obs. Oxford English Dictionary
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sulwines
sulwe, sulwines see solwe, solwiness. Oxford English Dictionary
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soll
▪ I. † soll, v. Sc. Obs. [Cf. solwe v. and sowl v.] trans. To make foul, defile.c 1375 Sc. Leg. Saints xvi. (Magdalene) 276 Þu..tholis godis servandis spyll..& þu lyis solland þe in swet. Ibid. xix. (Christopher) 644 Owt of bordale he brocht twa..þat..lange tyme lay sollit in syne. Ibid. xxxiv. 105.... Oxford English Dictionary
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sule
▪ I. † sule n. var. of soil n.1; cf. sulye.c 1440 Promp. Parv. 484/1 Sule erthe.., solum, tellus.▪ II. † sule, v. Obs. [OE. sylian (also besylian), f. sul-, related to sol-: see sole n.4, sol a., sole v.3, soll v., solwe v., sowl v.1, and cf. OFris. sulenge soiling, MHG. süln to sully.] a. trans. To... Oxford English Dictionary
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sowl
▪ I. sowl, n. Now dial. Forms: α. 1 sufel, -ol, -ul, 3 suuel, 4 sou(u)el, 5 sowvel, -uel, -fful. β. 4–5 sowel, 5 -il, 4–5 sowyl(le, 5–6 sowell. γ. 3–6, 9 dial., soule, 4, 6, 9 dial., soul, 5 sowlle, 5– sowle, sowl, 6 sole, 7–9 dial. sool(e, 8–9 sawl, se(a)wl, etc. [OE. sufel, sufol, = MDu. suvel, zu... Oxford English Dictionary
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Draw a set of values I have no idea how to draw properly those inequalities: a) $\left | \frac {z+3}{z-2i} \right | \geqslant 1$ b) $\left | z^{2}+4 \right |\leqslant \left |z-2i \right |$ While trying to solwe...
$|z+3|^2 = |x+3 + yi|^2 = (x+3)^2 + y^2$, and $|z-2i|^2 = |x + (y-2)i|^2 = x^2 + (y-2)^2$. Thus the 1st inequality translates into: $(x+3)^2 + y^2 \geq x^2 + (y-2)^2 \iff 6x + 4y \geq -5$. The graph of this is a half-plane that contains the origin whose boundary is the line: $6x+4y + 5 = 0$. But not...
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