Docsity
Docsity

Prepare for your exams
Prepare for your exams

Study with the several resources on Docsity


Earn points to download
Earn points to download

Earn points by helping other students or get them with a premium plan


Guidelines and tips
Guidelines and tips

10 Question with Answer - Examination 3 - Calculus Analytic Geometry | MAT 272, Exams of Analytical Geometry and Calculus

Material Type: Exam; Class: Calc w/Analytic Geometry III; Subject: Mathematics; University: Arizona State University - Tempe; Term: Unknown 1989;

Typology: Exams

Pre 2010

Uploaded on 09/02/2009

koofers-user-rl5
koofers-user-rl5 🇺🇸

10 documents

1 / 4

Toggle sidebar

Related documents


Partial preview of the text

Download 10 Question with Answer - Examination 3 - Calculus Analytic Geometry | MAT 272 and more Exams Analytical Geometry and Calculus in PDF only on Docsity! Test3 Foam A e NO TI-89 OR HIGHER ability CALCULATORS ARE ALLOWED!!! Your calculator should not have any supporting program on it! SHOW ALL YOUR WORK! 1. @pts) State the definition of the double integral bie at where R = [a,b] x [c,d]. deupar - Lim 22 #08) AA nym o Whe AAs one dnc m™ 2: (10 pts) Find the average value of f(x,y) = ycos(x)+4 on R= (0, 7/6] x [4,5]. 6 {ove Rie 1 {( yoset4 dydk = oralkR ae O4 ib ; ax of =S( Sam +2~(2 cesx +16) wai by ease dx cask (2 O We ¢ 7 we ~ & Asinx t4x] = LE) Ses 4 dK = = “Loin P oa 3. (15 pts) FIND i or using polar coordinates. vty O a, L 2 kd xerKe —s bexty a ryud Wh | Lo | fx - ‘t-dtd i a SS tee vite Oo el ol res ofp 2% | 1 | aude = ‘J aun | db = ae ee " 3 8) | Ip @ — oa fa ie |, Lf (@-D38- (2-1 - | 0 e JE | i e¢ NO TI-89 OR HIGHER ability CALCULATORS ARE ALLOWED!!! Your calculator should not have any supporting program on it! 4. (12 pts) SET UP (do not calculate!!!) a triple integral to find the volume of the finite solid bounded by 2x+y+z=4 and the coordinate planes. solid bype 4 5. (15 pts) Evaluate the integral: f [- e dxdy . (Be careful that you do not invent new, non-existing iz =x (x8) ‘ J nuwrde Ag (enic« type . tules of integration!!!) region ( t 5 mie) ae \ : "Ke Keds dye} ©] bs e dxdy JJ e dy : . j Jive’ dx -tfedu = Ze] = ° esi = $(e-1)
Docsity logo



Copyright © 2024 Ladybird Srl - Via Leonardo da Vinci 16, 10126, Torino, Italy - VAT 10816460017 - All rights reserved