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Final-exam-review-filled2

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Unformatted text preview: nnpswassessmentcasa.uh.eclw/Assessment/PrintTeé PRINTABLE VERSION Practice Final Math 1310 Question I _ X3 1 \‘L 1 M'- ‘3‘2 ‘1‘ j What is the slope ot‘the line through the points ( 4 ,2 ) and (i —3 , ~ )7 ————. i “H ‘Lz ' ‘LI’ —‘1 — 3 7. ‘_—' - 1 7 V“ "- h—ﬂ— 7 b) 4:“? 6- -— '5 ‘— 1* 6 c) f“ f; t) 5"” None of the above. :Questionz I ' -: D 5 Find the coordinates of the x-intercept for 16+ 5 ‘ 4x +y—~ 10:0 , -_ ‘D a)§”?(—5/2,0) L.{¥__‘_o.—\D _ .. 1 D :— 0 b) 5 (110,04) H ‘L ¥-\ 0 'H ‘9 5’”? 0,0 V C) ( ) quI 0 "" O two-(10,0) 9'- 1:- 15:- D. t) 57 None of the above. ,Test WT” Question3 I I I ' L ‘ Egan-Fe] so «'6 Solve the following equation for x: 4+(1/x-2)=36 yb)5’°‘°x=1/38 . _l__ +1 ._.._ EL, “0555»:1/29 —3_ *3. w J- : 73"l' , x _____ * e) 5“x=1/42 D | 3 1) 5“ None ofthe above. ,:'__L L“: ELL} xyggmn4 ,Wwwwmw_,o.ll,3qu WW , 45W5;3L*WH_11W I Find a solution to m ska G+§>€ﬂ so F WLA LCD \L' 8 — *5 l , e) 5“? Pg 59-, , f __ - E? ‘ f) 5“ None of the above. QuestionS P — g- 0— “I'D-VJ- A rectangle's length '“ twice its width. Il’the perimeter. ﬁnd the Width ofthe rectangle. i=_ ““‘ 11/30/201041591’1‘ a) ’57 8 _ f ' L00 1' Hur- i-‘J-u) UY _ 16 s b) 6 i 2 :10 ' '2- Low c) 10 L90. ......—- Lo U 5 i” 12 __ 7 d) to _ u)" f e) ‘5“? 14 I f) 4”” None ofthe above. Questionﬁ ~ I Solve the system- 5x+’g/=—‘? 6X~ :2 u H ‘L. t. -S f) None of the above. ;,,Q_uésﬁm7 _, Mulhqﬁushvj Lm9‘t‘f Write the following expression in the form a + bi. cthgé"; 2+4; S‘j’ 09. TH“ 5+3" 3:; #“M 7— 10-11; 410L-4L F 0“" .7— V 3? Q ae—gxu+5/L-~ _ 3:-1 W73“? 10 +t<z;.-~tL-0 _ \ﬂi‘izf‘i 157-04") [Q' 1 4-qu - y *— .-—I-|'"" [Ll -\—\“H Z Li +- TL: " ['3 [3 I 16 1b 1" nllpslHdbbcbblIlkllLuLunLulnvuw A .os-vo.,,-.,_ _ A _ _, t. _.l_3: c) 4 4' 7 5;; d) “E T37 i? :9. :e)?‘ a“? t) 5' None ofthe above. Question 8 . Solve the inequality 2x§4x—6 -"I1L""\1- ‘1‘“ ‘ “’ ﬁtmxis? “'1‘4- > :9; €453,122 #9— .— -:L x23 ; f) None of the above. Question 9 >m> Soll’r 'wd-D 1’ ; Solve the following inequality and express the solution in interval notation. . Jim-51:5 . 23f it: (“OJ \ -H as .5» 11/3, ' , [ 0°] '35:.."5 2 5' 0"» 3*”; 5—5 3 ' mic/3,00) +5 *5 4-8' +5 lit-lauds (-00.011Aot10/3m) '3‘ 1?- I____ 37. e O ’dv)’ [0.10/3] 3 3 K.¢_ 0 m3 ‘3 9) im' (—OD.*1/13]L_~J[11/3a03) 3 C.— ﬁ, 01 1’3 db 3" HBO/2010 4:59 Pl 5 nuprI45565511lt‘nl.C2153.Un.€ClU/ASSESSInenUPrlnfreStvr 1) 2”“ None ot’lhe above. Question 10 F 1nd the solutions or the Inequality and express the answer 11] Interval notation. 9 w“* ' 27 < a3r-35r—92/2_ < 54 .. 1 5% %%(‘m.9,)t_.1[277m) age-1L - BLV— qj )_ d sq- :- 1... T——“" W“ 3/0009} mmm) 5"} (Ln; —3Lv_—¢bf_lo% W937) 5% 4 (am— 2% ir-Q—Wélo‘i 10‘? 4.. 1 0'3 ‘1“ ’M1’9927] 5L1 é ﬂax—+351 - , ‘6' l i —‘.).‘1 -1'1 ‘9—‘1 : -, f) 5“”? None ofthe above. , 1" Q "73\$ 4—- 1] -—-7 GI (K337i ’Questionll “—2; ‘2; 3 { Given , CC?) 11] , —? I: <1 -2 moms °3 W 1 9x+7 —2<Zx 7:" ‘F (“D 7:- 1C_D +1 j :2-61-1—‘7 1-14 d §(—1,-4) ) Lay-13 f) 6“: None of the above. ' Question 12 . Find the domain of the ibllowing function and express the answer in interval notation. for) =«.,/9 — 7 3' H6 T —' q Il/‘Jn/ﬁnin.1.<nnx. IILtPJMv‘uddvdulIn»ln,.\.uu\.-uw»~.-~- . _u~_-~,r...u _ “H. 303.. i a) if” All real numbers ._ _ X”?- ‘lt 4 J Funk Acme-1n b) t W103) —"1 _ -'1 x— a. '1'. o _ c) {ga (9/193) X 4. i 7 \c. '1; :2 -m,9/7 _ d) ( l C 60,55. C- «Diabuﬁamh f) " None of the above. ' Question 13 : Given the following function, calculate. f(x)=10x2—~4x+8 ta) 5:“:21 4-— (-h: ‘o(__ﬁL—'-lL-D + ‘3 Emeis Zlo-\+'-k+% 05514 '1 10-1—4453 yd){7‘r22 — D")- ’ f) 5”? None ofthe above. Question“ write (‘OfMulLI Ltwal 1'- R is inversely proportional to the cube of S. Let k be the constant proportionality. If R = 3% 5, T s ﬁnd k. 14 NOW use F‘Aisimv-D b) 3:” 135 , c) {:1 3/125 d) arcs/3 [15. '7: . e) a 5/27 f) 2“" None ofthc above. “Wt; ”assess... e. 1. Luca uu cuw f\bbC§SlnenL Prmt l est. ht s “\W'e.*f..b‘ l ELI'NV— ‘ Question 15 ref— 1 9"" y- — 1“ grant-II ‘ , ‘ Val-1 «Mr ‘? . .. What transformations are needed to go trom the graph of the basic unction f (x) = x m) = (X - 3) "' 7‘- 3to the graph of 5kI\$—+ 3 u.v~..‘I.+'= Viv 0mm! up “\‘1 mums; “3+ 19? ; b) iii” Shift left 19 units, and shift up 3 units. c) “M Shift up 3 units, ; d) {”7 Shift right 3 units, and shift down 19 units. L, e) 5” Shift left 3 units, and shift up 19 units. L f) 5’5 None of the above. Questionlﬁ H " Which of the following functions matches the graph below? L SkiS—l \Lwnl'L \e-C—i- thy alouwtl fl6 ltnnmrxin Ltn I“: ll lest f) None ofth'e above. . Question 17 Which ofthe following functions matches the graph below? . f) None of the above. Question 18 HBO/2010 415‘) Pl‘ our“, . “New” Numeuowwnuuw [\bbcbblllbmj Print I 63!. Write the function Z. 3 :‘1 ' in the standard form :— 3:33:64 (.a:—~;g;13+ac __ N Z __ +13 a) a“xf‘tim')=2cfx—3)2+4 i (x) - 3 C“ 4'9“ *1 3 ; ' 7. _. +7, — ET I 2 VL—3)—® c) 2“” fix) =2 (:2 — 3) — 31 (1);“ ‘l*)=2(x+3)2— 18 e) ftﬂ=2fo—~3)2+5 f) Non? of??? above. can work; W15 1 11:. “B 0% ”.5; iQuestion l9 __ 4% guwm‘ IL )L" J9- : Find the vertex of the graph of a 3.0. S‘( Q i —_ 2 ,- _. ., S19 MPﬂxj— :r —24A' 144 v.11- ; I-t‘i M250) X‘ _C—1‘-{3 -_ 3:;- :-\1 ;"1‘IO K 1cm _; "H ; z _ \ —1‘+‘4 i Mww?) 4’, (-111) 3; — L—nﬁ .—:w: L 1‘1 j ﬁa/(O ~12) :_qu+1¢3\$—U—l¥f yaw-12,12) :. o i 1) 57° None ofthe above. L '13.. Ch Question 20" d I H I I 7,0 Given f(x)=5x+9 and g(x)=x3+8x. Find (/0190). '4’ q mam—— HQ ‘16 l 1/10/9010,,140 DM ll ICDL Hut/J”vuuuvuu...-x...-..yw.”7.,, akggzaz-WLQ '=—I+—\-\L."‘—'.LO Ltaaﬁzgﬁzbl—‘l 7400 ﬁ—‘lzloﬁ :7 g z :3 L f) 5” None ofthe above. Question 21 Let Rewrilf as '3: .i , 11 .flx)=x_ 10 EchN-‘s .¢ VC- LU} Suppose g is the inverse function of f. Find g(x). ( . _ 1 H a . —— + a) 5 SW.) 10x 11 ‘3 -_ wan-10 LC) :2: gm=10x+11 14.3 _.0,_ =11 -\- l but i— 107- ? 6’" gl’x}=——-l—x—~11 2 d) ‘ 10 j 13": 103:. 1- ll — [cm-HI .. l0?- x—L‘. ‘ « ‘3 " """"""" "' \c. *- : f) ’7‘ None of the above. 3:. :Quesmn 1 \$- 1 Which of the following functions is shown in the following graph? HBO/2010 4:59 PA 2 '16 d) 8* [ Quotient = 4 2."! + 8 x + 16, Ezwmzmza’er = ozfx'j=(x+1) (x~1} {X— 2:12 b) m3 = {x +134<x — 2:: x— 1)3(x+2)3 F‘. _ d) m”::x:a=<x—1>3r:x—2)3 . , ‘ 53 e ; e) 5? fix} = (I e 1,1“ (I - 2) f f) 5”“ None of the above. , Question 23 C Use synthetic division to ﬁnd the quotient and the remainder. : ' “e Citatimz = 4 25“. + 8 x + 19, Remainder = 35 t5 5:: i M [ Quotiem: = 4 x2 + 8 x + 19, Emnazpzder = 38 ] ’3' t . , __ mixers: = 4 x“ + 8 x + 19, Femamaer = U] 5] 3'6] Imps://’assessment.casa.uh.edw‘Assessment/’ \LZ—l “ski-1':- O BAH—0’5 PrintTcst. Lt <3 mg L} ,5 +%v— H‘t tTeSt llllPD./»‘ UJQbJJIll~|It.\.«\.tuw.wnvuw . wv-m,...-.__ . _ ____ , v.1..." .-~ .- 2 ﬂ 1". . 1 -. - e) * [gnazzem = 4 x + S x + £0, remainder = jib] ; f) None of the above. Question 24 Use long division to ﬁnd the quotient and remainder of 5x4+2x2+8x+6 €7~ x3~x +10 79-1.41“ Sﬁ+1q3+¢5x H. Annie»: = 5 x + 5, Remainder = 5 + 2 X2 + 8 x] ‘- - _ (511* -sf +953 rt - V - r1 2 b) 2;“ [gm—2mm = 5 x, Remamdw= I X + 58 x + r3] ,. mam: = 5 .7: Remainder = 6 + 7 x2 -— 4'2 x] M Rom 2‘1i‘-=*1~Lw * ,. . . '2' .. ' d) {5* Hawaiian: = 5 x, Remazrzdw = T x“ ~ 4.»: x] r‘ - l n 2 e) [warms = 5 x, .-%mamder = —- j x —- 42 x + 6] f) *5” None of the above. E’QuestionZS I l I P Lac) t. 0 \$Ol‘l9— :07 >9 Find the zero(s) of the polynomial P(x) = x2 + 15x + 54 .a) *7“ {49,6} 341 +IS\L.\-§‘-l- t O i b) e {9, 6} (ac-Lab Lx-l-(D -= o I c) ”A” {0, 54} )u— 1 : o 194— L. 2v 0 d) e {9,—6} , x =— 4 = -L, f) None of the above. __ § ‘i’, -L. Question 26 llx"30/'30l0 415C) Pl‘ https ://assessment.casa.uh.edw’ Assessment/Print'l‘es Give the asymptote ofthe following function: Six} 2 3th + 3. f) None of the above. 5 Question 27 f Find the range of the following I) 5’" None ofthe above. ; Question 28 Evaluate the given expression if it is deﬁned. Otherwise, state that it is undeﬁned. 3 eclu¢+e E‘F-PD‘ILGUJS 7— __3 ‘ 1‘321'g 3' l Test 5 d) ‘ 2 M 1 e) 5 E uupau r uq.2~.;.:n..‘.....- 1) 5“ None of the above. 1 Que stion 29 z' Using transtbm‘lations, ‘ given by a)5<-3,1) Zc) {em—3,0) 1d) 553,1) lam-(1,6) i) Question 30 ‘ Solve None of the above. fix) =L0g11(x) + 3 SLiSA- “Q3 (1.05 EMILI- 7 LK3§ detelmine the coordinates of the key point (1,0) on the graph of the function 11/30/2010 4:59 P! mm of [6 i) {A None ofthe above. I Question 31 I Solve :a) if“ x=15€ e) 5‘“ x=15 t) “INone of the above Question 33 . Solve a) {ﬁ’x=6, x=-3 ; b) €73x=—6 A d) {iii-=15/2 2e) §"x:_6’ x: t) A None of the above. Question 33 , Solve the following inequality re. Lagﬁﬁx) + Logﬁlﬁx + 3) =L0g6(18) [as (71an H95 ‘0 79bit. +33 1"— l3 K1 Argue—1‘3: 0 CK LLbLsa-QZO K¥h10 \4-‘3:D _ , __ 4 , 1'13 and express the solution in interval notation. WWW.”enhwgwumww beC>SlnCnU I’I‘lnt l CSIJ‘ \03 “Cf-Lb n O + A¢hﬂd at 3, 1°30 (I’D «ﬁst-ICE. FD WMWM 3 A : Test [17/1103) Mg ,0, 5/11]1_,. ./11 17/11] J;q”"’4,[17/11m) MUS/11,03] M (—00.4/11]U[18/11,03) 1) 5“ None of the above. Hllpr’laSSCbblllCUl.\«daa.ull.p\.-w 1 xuuvv¢-..-. n. . . .H. . -V . l11x—11]:6 —L.§ll1u—11\$L; +n 4-" +1] 5 \$ 111:. 5.1—1 7; 11 11 11 ‘F '- \4 L; 11 II) I] Ema-he 0L5 L m flow-m- 10. Vat-2‘6 Q \ WHNKJ) 11/30/2010 4:59 Pf ...
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