03 - Graphing Logarithms

Kuta Software - Infinite Precalculus Name___________________________________ Graphing Logarithms Date________________ Period____ Sketch the graph of each function. 2) ylog ( x) 1) ylog ( x)     y             x                3) ylog ( x)              x     x     x 4) ylog ( x) y  y    x    y          Identify the domain and range of each. Then sketch the graph. 5) ylog  ( x)  6) ylog  ( x)  y   y              x             -1©a D2A0z1P6H EKfuwtVaO CSKocfKt_wBaGrneF aLyLpCa.b N sAElWlc vrIi]gahgtTsJ crgePsueGrfvXeadV.v g rMgaNdJec mwyiStXh^ UIzn^fsiGnFintLeS QPGrNe^cJaglccjullCuCsX. Worksheet by Kuta Software LLC 7) ylog  ( x)     8) ylog  ( x) y             x         y             x                    x    x    x 12) ylog  (x) y   y     10) ylog (x)      11) ylog  (x)        9) ylog  (x)   y    x    y          -2©F W2o0_1D6N gKxuZtwaV JSdodfwtewBauroev [LcLvCb.u w iAPlxlz erzirgGhdtbsQ KrBessdeSr[vbeTdo.k i cMGaidTeR UwîOtQhT rIEnufLiLnfiPtCes RPQrPeVc_axlacJuvlYuZs`. Worksheet by Kuta Software LLC Kuta Software - Infinite Precalculus Name___________________________________ Graphing Logarithms Date________________ Period____ Sketch the graph of each function. 2) ylog ( x) 1) ylog ( x)     y             x                3) ylog ( x)              x    x 4) ylog ( x) y  y    x    y           Identify the domain and range of each. Then sketch the graph. 5) ylog  ( x)  6) ylog  ( x)  y Domain: x Range: All reals   y Domain: x Range: All reals              x          x        -1©B v2^0F1`6N ]KIuateaR MSyoUfetywwaDrQeA iLZLiCR.E x YAWl`lE Krcivg[httjs_ arReDsCeersveeqdy.b Y nM\aYdGej xwziitWh\ YImnof[itn\iHtEer xPSr_eZcfajlZcDu]lùQs`. Worksheet by Kuta Software LLC 7) ylog  ( x)     8) ylog  ( x) y Domain: x Range: All reals            x              x           Range: All reals  Domain: x    x     y Domain: x Range: All reals      Range: All reals 12) ylog  (x) y   x Domain: x     y      Domain: x Range: All reals   10) ylog (x) y  Domain: x Range: All reals    y       11) ylog  (x)        9) ylog  (x)     x                x Create your own worksheets like this one with Infinite Precalculus. Free trial available at KutaSoftware.com -2©D q2B0B1y6Z CKtu`tlar vSòHf]tqwlayrDer uLuLMCm.[ I ÂcltlB mr[iegIhntVst srleXsxeArnvzeldw.K Y MMRaGdzeQ Xwdi\tLh\ mItngfOionYixtSeF \PzrHeEcraLl^cZu^lruksU. Worksheet by Kuta Software LLC

03 - Graphing Logarithms

Products

Support

03 - Graphing Logarithms

Add this document to collection(s)

Add this document to saved

Suggest us how to improve StudyLib