The exponential function of a has the form y= a^x, where a>0, a≠1.
The graph of the exponential function is the curve – exponential.
At a>1 exponent increases, at 0< a<1 – decreases. When constructing a graph of an exponential function, it can be seen that it is mutually connected to the graph of a logarithmic function.
The exponent always passes through the point (0;1), with the axis X does not intersect. The domain of its definition is all real numbers, and the domain of meanings is a set of positive numbers.
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Example exponent function graph:
y=4^x
y=4^x+2
y=(5^x)-8
y=(1/2)^x
y=x^x
y=2^(x+1)
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