Graphing the exponential function with multiple transformations

The video tutorial covers various graph transformations, including vertical stretch, horizontal compression, and growth functions. It explains how these transformations affect the graph's appearance, such as shifting, reflecting, and changing the Y-intercept. The tutorial also discusses the importance of understanding these transformations for graphing equations accurately.

What does a vertical stretch in a graph indicate about the parameter A?

• A is equal to one

• A is less than one

• A is greater than one

• A is negative

If B is greater than one, what type of function is indicated?

• Linear function

• Constant function

• Growth function

• Decay function

What does subtracting a value inside a function typically result in?

• Reflection

• Vertical shift

• Horizontal shift

• No shift

What effect does a negative sign in front of a function have on its graph?

• Shifts the graph up

• Reflects the graph across the X-axis

• Stretches the graph vertically

• Compresses the graph horizontally

How does a horizontal shift affect the Y-intercept of a graph?

• It changes the position of the Y-intercept

• It shifts the Y-intercept down

• It shifts the Y-intercept up

• It remains unchanged