Koofers

Quiz for MATH 252 - Analyt. Geometry/Calculus II with Church at San Mateo County Community College District Office (SMCCD)

Quiz Information

Material Type:Quiz 1
Professor:Church
Class:MATH 252 - Analyt. Geometry/Calculus II
Subject:Mathematics
University:San Mateo County Community College District Office
Term:Spring 2009
Keywords:
  • Time Interval
  • Cross-Sectional
  • Cross Sectional
  • The Revolution
  • (to/for) Me
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M ~ ~.~~.:f!_,j"""i",._~~._~"_, __ ",,~,,~,,,._. Math 252 Quiz 1 ----------------------------------- Name--=--)(?=-:1r----- Please work the problems below in a neat, organized manner. Show enough detail for me to follow you solution. Thanks. 1. Use a Riemann sum of four subintervals where x7 is the midpoint of the ith subinterval to approximate the definite integral 1 3 .!. dx ~ ~ ~J't Q/'4. " ''i I x \ . ,. . \ . , A'/.. :. .1. ~'L 'I. ~ ,~ "1- ~ 2. Let f(x) = J5 In(t) dt. Find f'(x). eX = - \ ..... ~V\lr)~l -=-==>~' (tl; -~ .. (9! '), :". <2.... ':. ( "1--<2.. ~1 "i ~ 1 2 2x 2 -3x+l 3. Use the evaluation theorem (FTC II) to find th~value of I x 2 dx \~ ~t ~ .l 2. -~ '" ;".l't. ~ \ l-~ + 1..1. .\ 't , ~ 2-~(i~1--~\-(\.-~ = ~ ~-~9'4\'LJ t;:= Q .. Uof, 4. Find the family of antiderivatives given by 5 cos x - Tx dx. \ 5 c~~ ~-;'l c:A~ = 5 ~/~ c..... j ~~ ~ 5. A population of flies is increasing at a rate of 2t2 + 4 flies per hour over the time interval 0 ...
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