How to determine the domain and range of the exponential graph

The video tutorial explains how to determine the domain and range of exponential graphs. It covers the effects of transformations on the range, emphasizing that the domain remains consistent from negative infinity to infinity. The tutorial also discusses how the constants A and K affect the range, with A influencing reflection and K shifting the graph vertically. The video provides a comprehensive overview of these concepts, ensuring a clear understanding of how exponential graphs behave under various transformations.

What is the range of an exponential graph without transformations?

• Negative Infinity to Infinity

• Negative One to One

• Zero to One

• Zero to Infinity

How does a negative 'A' value affect the range of an exponential graph?

• It reflects the range to negative Infinity to zero

• It does not affect the range

• It shifts the range to positive values

• It makes the range zero to one

What happens to the range when the graph is shifted up by a constant 'K'?

• The range becomes negative Infinity to K

• The range remains zero to Infinity

• The range becomes K to Infinity

• The range becomes zero to K

Does shifting the graph horizontally affect the domain?

• No, it only affects the range

• Yes, it changes the domain to positive values

• No, the domain remains all real numbers

• Yes, it limits the domain

What is the domain of an exponential graph with transformations?

• Zero to One

• Negative One to One

• Zero to Infinity

• Negative Infinity to Infinity