02.07 Graphs Of Rational Functions Assignment Satisfaction

Unformatted text preview: Precalculus 02.07 Graphs of Rational Functions Assignment Print AssignmentName:ZQ7 F"? .1? , Print this page and then graph the rational functions by hand. Additionally. analyze each one in the following way: find the domain and range. x and y intercept(s). horizontal asymptote(s). and vertical asymptote(s). After filling in the requested information, you may either scan your work or take a clear digital picture and submit as a file attachment to Assessment 2.07 Graphs of Rational Functions. When saving files. please remember that you should not use a period or a space in your file name. It is recommended that you use the underscore when saving your documents: 1_01. 1_02pgt. 1_02092, etc. Contact your instructor if you have questions about saving files. 1. f(x)= 2 x-‘—2x—3 . y. - Graph (1 pomt) ‘ C - ,A _ C ‘5 :(I‘ g , ' _ q‘ ' I l ‘ - Domain and Range (1 point): i u r '. .- _,l V .n v xandylntercept(s)(1point):( .. ‘ ' I...’ l. ‘ Horizontal Asymptote(s) (1 point): . _ Vertil Asymptote(s) (1 point): " Zf(x)= {ox-2 x;r3x-4 Graph (1 point) A 3‘ 1 Domain and Range (1 point): w r x and y Interoept(s) (1 point): ' Horizontal Asymptote(s) (1 point): Vertical Asymptote(s) (1 point): Cloge WW """“"" "'hmwhv nut-7:9. /—' I :‘HlJl ."JIJHVR. ...
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Unformatted text preview: L; iIEPrecalculus 02.07 Graphs of Rational Functions Assignment (WLIMQM Ere/[Cm m Assignment Name: OLD? Cmphf of Rama“ BMW Print this page and then graph the rational functions by hand. Additionally. analyze each one in the following way: find the domain and range, x- and y-intercept(s). horizontal asymptote(s), and vertical asymptote(s). After filling in the requested information, you may either scan your work or take a clear digital picture and submit as a file attachment to Assessment 2.07 Graphs of Rational Functions. When saving files, please remember that you should not use a period or a space in your file name. It is recommended that you use the underscore when saving your documents: 1__0‘i, 1_02pg1, 1__02og2, etc. Contact your instructor if you have questions about saving files. 1. f(x)= _____z x2 ~2x—3 Graph (1 point) _4 Domain and Range (1 point): {XIK $4. , 5 7/] Y2 4/ V 70} x— and y-lntercept(s) (1 point): V; ‘ 1/5 . XC 0 Horizontal Asymptote(s) (1 point): LO— 2_ f(x)= 12+X—2 xz—Sx—il Graph (1 point) Domain and Range (1 point):(i>(h< X41 of} fibifl?“ {Mk ”MW} E E, \ ) X— and y-lntercept(_s) (1 point): X5 Ci/OJW) - (0/6 Horizontal Asymptote(s) (1 point): Z 5 {L Vefiica' Asymptote(s) (1 point):- ML Close Unless anther-wise noted, @I 20131—21312 FLVS. ...
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