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Xinmin Secondary School
                              Sec 3E A Maths Worksheet
                Topic: Graphs of Exponential and Logarithmic Functions

Name:                                 (      )   Class:           Date:

     Note:
     1. Take note of the following when you sketch logarithmic & exponential graphs:
          shape
          asymptote
          intercept(s)
     2. Did you remember to label all your graphs clearly?
     3. Are your graphs big enough (at least 5 single-lined spaces)?

Instruction: Attempt all the questions on foolscap papers.

                                  x
1. (a) Sketch the graph of y = 2e 2 + 1 .
   (b) State the coordinates of the point where the graph meets the y-axis.


2. (a) Sketch the graph of y = ln (2x – 1)−1.
   (b) State the coordinates of the point where the graph meets the x-axis.


3. (a) Sketch the graph of y = ln (x + 3).
   (b) Insert on your sketch, the additional graph required to obtain a graphical solution of
                    1
                  1− x
         x+3 =e     2    .



4. (a) Sketch the graph of y = 2ln x.
   (b) Insert on your sketch, the additional graph required to obtain a graphical solution of
       x2 = e4 – x.


5. (a) Sketch the graph of y = 2 – e3x.
   (b) Insert on your sketch, the additional graph required to obtain a graphical solution of
       x = ln 3 5 − x . Explain how the solution may be obtained.

                                  x
6. (a) Sketch the graph of y = e1− 2 .
   (b) Insert an appropriate straight line on your graph to obtain an approximate solution to
       the equation x + ln (1 + x)2 = 2.




3E/AM/WS/Exp&LogGraphs

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Exp&log graphs assignment

  • 1. Xinmin Secondary School Sec 3E A Maths Worksheet Topic: Graphs of Exponential and Logarithmic Functions Name: ( ) Class: Date: Note: 1. Take note of the following when you sketch logarithmic & exponential graphs:  shape  asymptote  intercept(s) 2. Did you remember to label all your graphs clearly? 3. Are your graphs big enough (at least 5 single-lined spaces)? Instruction: Attempt all the questions on foolscap papers. x 1. (a) Sketch the graph of y = 2e 2 + 1 . (b) State the coordinates of the point where the graph meets the y-axis. 2. (a) Sketch the graph of y = ln (2x – 1)−1. (b) State the coordinates of the point where the graph meets the x-axis. 3. (a) Sketch the graph of y = ln (x + 3). (b) Insert on your sketch, the additional graph required to obtain a graphical solution of 1 1− x x+3 =e 2 . 4. (a) Sketch the graph of y = 2ln x. (b) Insert on your sketch, the additional graph required to obtain a graphical solution of x2 = e4 – x. 5. (a) Sketch the graph of y = 2 – e3x. (b) Insert on your sketch, the additional graph required to obtain a graphical solution of x = ln 3 5 − x . Explain how the solution may be obtained. x 6. (a) Sketch the graph of y = e1− 2 . (b) Insert an appropriate straight line on your graph to obtain an approximate solution to the equation x + ln (1 + x)2 = 2. 3E/AM/WS/Exp&LogGraphs