How to identify the transformations of tangent

The video tutorial covers identifying the period of a function, calculating phase shifts, and understanding vertical and horizontal transformations. It explains how to determine the domain and asymptotes of a function. The teacher also provides school announcements and concludes with a summary of the key points discussed.

How do you determine the period of a function?

• By identifying the vertical shift

• By finding the absolute value of A

• By calculating π divided by B

• By setting the function equal to zero

What is the phase shift if the function is set to zero?

• The graph shifts π halves to the left

• The graph shifts π halves to the right

• The graph does not shift

• The graph shifts by 2π

What happens to the graph when there is a horizontal compression?

• The graph compresses horizontally

• The graph reflects over the X-axis

• The graph stretches vertically

• The graph remains unchanged

What is the range of the function discussed?

• 0 to infinity

• 1 to 10

• Negative infinity to infinity

• 0 to 1

How do you find the new position of an asymptote after a transformation?

• By adding the period to the original asymptote

• By subtracting π from the original asymptote

• By multiplying the original asymptote by 2

• By setting the function equal to zero