Math tutorial for graphing an exponential equation

The video tutorial covers graphing the equation y = a * B to the X and applying transformations. It explains how to shift graphs horizontally and vertically by understanding the transformations in the equation. The tutorial also discusses the importance of asymptotes and demonstrates how to recreate the graph after applying transformations.

What is the first step in graphing the equation y = a * B to the X?

• Graph the initial equation

• Identify the asymptote

• Shift the graph vertically

• Apply transformations

How does subtracting a value from X in the equation affect the graph?

• Shifts the graph up

• Shifts the graph to the right

• Shifts the graph to the left

• Shifts the graph down

If the transformation includes '-4', how will the graph be shifted?

• 4 units left

• 4 units right

• 4 units down

• 4 units up

What remains unchanged when the graph is shifted?

• The intercept

• The angle

• The asymptote

• The slope

Where is the new vertical asymptote located after shifting the graph down by 4 units?

• Y = -1

• Y = 4

• Y = -4

• Y = 0