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Key Features Of Exponential Functions By Equations

In the equation y=abxy=ab^x , what does 'a' represent? 

1769. What term describes the horizontal line that an exponential function approaches but never touches as x approaches negative or positive infinity?

What happens to the graph of an exponential function as the exponent approaches negative infinity?

What happens to the graph of an exponential function if the base 'b' is between 0 and 1?

How does changing the sign of the exponent in an exponential function affect its graph?

What happens to the graph of an exponential growth function as the value of 'b' increases?

In the equation y=abxy=ab^x , what is the role of 'a' in determining the behavior of the graph?

How does the graph of an exponential decay function behave as the value of 'b' decreases? 

In the equation y=abxy=ab^x , what does 'b' represent?

What is the key characteristic of the graph of an exponential function when the base 'b' is equal to 1?