Using a table to graph an exponential equation

The video tutorial explains how to graph functions using a table of values. It covers the process of selecting X values, calculating F of X, and plotting these values on a graph. The tutorial also discusses transformations, including shifts and reflections, and how they affect the graph. The importance of understanding the domain and range, as well as the role of asymptotes, is highlighted. The video concludes with a demonstration of graphing the function using a graphing calculator.

What is the first step in graphing a function using a table of values?

• Ensure you have a graph and a table of values

• Use a calculator for transformations

• Choose random numbers for the table

• Start with the range of the function

When creating a table of values, what is the domain range you should consider?

• Negative infinity to infinity

• 0 to 10

• Only positive numbers

• 1 to 100

How do you determine F(x) for a given x value?

• By drawing a graph

• By substituting x into the function

• By using a calculator

• By guessing the value

What is the result of raising 2 to the negative first power?

• 1/2

• 2

• 1

• 0

What should you do after plotting points on a graph?

• Erase the points

• Connect the points to form the graph

• Change the scale of the graph

• Add more points randomly

What does a negative sign outside a function indicate in terms of graph transformation?

• Reflect the graph over the x-axis

• Shift the graph up

• Reflect the graph over the y-axis

• Shift the graph to the right

If a graph is shifted left, what happens to the y-intercept?

• It shifts to the left

• It remains unchanged

• It moves down

• It moves up