Identifying compression and stretching of multiple functions

What is the effect of multiplying a function by a value greater than one outside the function?

• Vertical compression

• Horizontal compression

• Vertical stretch

• Horizontal stretch

If a function is multiplied by a value less than one inside, what transformation occurs?

• Horizontal stretch

• Vertical compression

• Horizontal compression

• Vertical stretch

Which of the following is a parent function?

• 3x - 1

• ln(x)

• x^2

• 2x + 3

How does multiplying a parent function by a constant outside affect it?

• It results in a horizontal stretch

• It results in a vertical stretch

• It results in a horizontal compression

• It results in a vertical compression

What is the transformation when a function is multiplied by a value greater than one inside?

• Horizontal compression

• Vertical compression

• Horizontal stretch

• Vertical stretch

What is the significance of an odd function in transformations?

• It can only be horizontally transformed

• It cannot be transformed

• It can only be vertically transformed

• It can be both vertically and horizontally transformed

How can you rewrite a function to determine if it's a vertical or horizontal transformation?

• By adding a constant

• By subtracting a constant

• By factoring out a constant

• By dividing by a constant