# 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












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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









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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







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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
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Worksheet by Kuta Software LLC
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