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Tneituto i iuewtiacte Tesco *Sankiago Harito. Exkensicn Cole C Oriental doh Lag ‘O Sede Civded Ojeda umes: i bea amo, (20.446.344 ) Rieree Lng, Quimie (44) Cael: Hatematics Il Cogudo Exaluative (4 Corte) N Sea F(x, ye q- yey" > encontrar las GQorvas Ae civel pera K=O, Vy “1, (Exelicar con dhalle el Calulo realizado \ = el Gioujo , respectivo, para los % easos). Sduciow Foxy): AK Y® . Ke9q-x°-9° —— PX +9 FI-K Uerarsnris e2rCuartesar ia? Eccancade oon ComScannet “KO xr y'=4-K y+ y*- 4-0 erage A in| yr y?=3” 23 yt ys ? mK: A yay" =4-K xr yieq- 4h Ke y?=8 y 23 =37T Cryer 7d? eJ4. L=IR. 2 = TUM): 2,828 \ (¥-h)*4 (Y-K)*: ¥? (k-0)* + (y-4)* = 4 xe G=4y"= AG] ~ Demoe\ rar ge ¥2O 6 v= 8 Sen Ye rcose 5 Y= rsene Ye (Y-4) = Ab Crcos8)* Crsene -4)* 7 cos°8t cise? Brsen+ 4b: 46 Faclor commun r? (Cos 8 4Sen78)- BrsenB * 16> 16 (a-b)*= a-2:a-b+b* (ren®-4)' = (rsen 8)" ~ Z-(rsen®). (4) + (ay? Crsend-4" = ¥*sen* O- &rsen® + l6 ce (Cos 4 Sen" O)- Prsen8-O Zz ee = 8rsen O° O me oc co truiry To Bsen©)> 0 =O 6 = 8sen8:O hs b | cae 3) Dadas la coorbinades clfindrican : ) (Cv, 6,2)= (2, 3 5). Comedic x coorktraday yecvang v\ aL. aoe Oa oy } cans) Uerarsnris e2rCuartesar ia? b) (r,8,2=(z, 5-3) O-I : ug 60” Sen 30" = Cos 60° = 4 Cos 30° = Senéo°: SE X= + C268: 2Cos TE = 2Cas60° = ‘ AL ah. 3 z Y= ~SenQ= ASenIL = L.Sen60"= 2B) a 3 2) Ye 4 J: 4: 3 4) Waller la ecucLén> & \s — re (8,2) an coortanadas cilindricaa Pere \a euperFicee YtNy- Z. ar ref @z)> Wyst Y= + Cos® Y= er SenB — Susluuende Yer CoO u Y=rser® en Keyed 4 a Reo ey © Facloe conmun cr ( Cov + Seng}: Fe ~Papeando Yo" > |r-= =