Write the transformations between two function, reciprocal function

The video tutorial explains how to apply transformations to the function FX = 1/X. It covers vertical stretching, horizontal shifting, and how these transformations affect the function's graph. The instructor emphasizes the importance of understanding the placement of constants in the function to correctly interpret transformations.

What is the initial function discussed in the video?

• F(x) = 1/x

• F(x) = x^2

• F(x) = x - 1

• F(x) = x + 1

Which parameter is excluded due to the absence of horizontal compression or stretching?

• C

• A

• B

• D

If a function has a vertical stretch of 5, what is the value of parameter A?

• 5

• 3

• 10

• 1

How should the function be adjusted for a shift to the right by 3 units?

• X + 3

• X + 5

• X - 3

• X - 5

What is the effect of shifting the function upwards by 2 units?

• Add 2 inside the function

• Subtract 2 inside the function

• Add 2 outside the function

• Subtract 2 outside the function