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Graphs of Exponential and Logarithmic Functions
Jump to Graph:
y = a^x
y = a^(-x)
Bell Curve: y = a^(-x^2)
y = xa^x
y = xa^(-x)
Logistic Function: y = Pa^x/(Q + a^x)
y = ln(ax - b)
y = ln(ax^2 + b)
y = ln(e^x + b) & y = ln(e^x - b)
y = ln(x)e^x
y = xln(x)
Graph of y = ax
![y = a^x graph of a^x](../images/graph-exp-positive.png)
Graph of y = a-x
![y = a^(-x) graph of a^(-x)](../images/graph-exp-negative.png)
Graph of y = a-x²
![y = a^(-x^2) graph of a^(-x^2)](../images/graph-bell-curve.png)
Graph of y = xax
![y = xa^x graph of xa^x](../images/graph-x-exp-positive.png)
Graph of y = xa-x
![y = xa^(-x) graph of xa^(-x)](../images/graph-x-exp-negative.png)
Graph of y = Pax/(Q + ax)
![y = Pa^x/(Q+a^x) logistic function graph of Pa^x/(Q+a^x)](../images/graph-logistic.png)
Graph of y = ln(ax - b)
![y = ln(ax-b) graph of ln(ax-b)](../images/graph-lnx.png)
Graph of y = ln(ax2 + b)
![y = ln(ax^2+b) graph of ln(ax^2+b)](../images/graph-lnx2plus1.png)
Graphs of y = ln(ex + b), y = ln(ex - b)
![y = ln(e^x+b), y = ln(e^x-b) graphs of ln(e^x+b) and ln(e^x-b)](../images/graph-lnexplus1.png)
Graph of y = ln(x)ex
![y = ln(x)e^x graph of ln(x)e^x](../images/graph-exlnx.png)
Graph of y = xln(x)
![y = xln(x) graph of xln(x)](../images/graph-xlnx.png)
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