MATH
OFFICIAL2BMID2SAMPLE_SOL

# OFFICIAL2BMID2SAMPLE_SOL - Last Name First Name ID...

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Unformatted text preview: Last Name: First Name: ID #: Discussion/TA: 1. Let f(x)=x+x2+ex. a) (3 points) Find f (0). "i f 2 z , c) (10 points) Find (1“ )(1) {3; E{ E} :1 g 1 :2. 2:: £3? 1 if {i gg ;‘ ﬁg” a: { » g i E} 3;; a “E 3" sin"x 2 . ' ' 1 f = 2 th 'nterval O,— . 2 (10 pomts) Fmd the average va ue o f (x) F5 over e 1 ﬂap 2 1‘3; & {3g 5"“ ‘4 ,r i 2 ’ » :1: g M 3 saw EEK ,ﬁ m 3:2 20 {“3 {E ‘2‘ Euﬁg i g ; a»: \$51,922 ’ , i§§§§i % {3&3 3; {ii/3i wig ésagfx : ﬁt ”2‘? ﬁw f 2"; ' a .- A W f“ Egg ‘” i} aw? R éiiiﬂmiw 6% A ' "" All“ 2%)?) {j} 3. (10 points each) Find SK. No need to simplify ﬁnal answers. X a) yzzcos”I x +sec“‘x 4. (10 points each) Integrate. : i {mgm {2.5 ) 4‘5; ,3 5. (10 points each) Calculate the follewing limits. ii x gig?” S3?» ‘3 “:3 i”: 2; Q 33351“ 3 ‘1 @5272; T x422 w xwwx+tan x \ gm {3%Wﬁq‘k} J: 54% 38::- Tm 5%???“ %A w ﬁgﬁ ‘22} cm, @253 iiiéaéjafm {xﬁg 3mm M? x333 Qééa w% T Réqu’é’agig W Lg , £123 M 3>\$Eﬁ3 3:33?! [a 2?; 2+ 5w 21+ 2““??? Q 7*” a I ‘ I x ‘ f; éh&[email protected]ﬁm:géﬁ 6?“: 37mm a! 4% fin §&mx ; 3? E %*w :3 £2 if g, 6. (5 points) Mark each statement as true or false. If a statement is true, explain why. If a statement is false, explain why or give an example that disproves the statement. 77: t " ~1 ~ a) an( ) 4 True @ g ‘3; 335% ”Bike? Tm”: i WERE; 2,33 if if}? 5,3333 c) Ti:—=2ln3 True> False \$\$3 \$1.33 a . % \$335. - 1mm i .. Eengiw it‘eiii; méiaw 333%} z: _ g .7. Z .: ieéﬁﬁjwéai :2 {kl/\$335”? ... iii/'2. “:2 in : Ema?) 1‘; ...
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