**We will say that a function is decreasing when, as the value of the independent variable** **$X$**** increases, the value of the function** **$Y$**** decreases.**

**We will say that a function is decreasing when, as the value of the independent variable** **$X$**** increases, the value of the function** **$Y$**** decreases.**

Question 1

In what interval is the function increasing?

Purple line: \( x=0.6 \)

Question 2

In what domain does the function increase?

Question 3

In what domain is the function negative?

Question 4

In what domain is the function increasing?

Question 5

In what domain does the function increase?

In what interval is the function increasing?

Purple line: $x=0.6$

x<0.6

In what domain does the function increase?

x > 0

In what domain is the function negative?

x > 1

In what domain is the function increasing?

Entire$x$

In what domain does the function increase?

x<0

Question 1

In what domain does the function increase?

Black line: \( x=1.1 \)

Question 2

In which interval does the function decrease?

Red line: \( x=1.3 \)

Question 3

In what domain does the function increase?

Green line:

\( x=-0.8 \)

Question 4

In which interval does the function decrease?

Red line: \( x=0.65 \)

Question 5

In which domain is the function increasing?

In what domain does the function increase?

Black line: $x=1.1$

1.1 > x > 0

In which interval does the function decrease?

Red line: $x=1.3$

1.3 > x > -1.3

In what domain does the function increase?

Green line:

$x=-0.8$

All values of $x$

In which interval does the function decrease?

Red line: $x=0.65$

All values of $x$

In which domain is the function increasing?

10 > x > 0

Question 1

In which domain does the function decrease?

Question 2

In which domain is the function increasing?

Question 3

In which domain does the function decrease?

Question 4

In which domain is the function increasing?

Question 5

In which domain does the function decrease?

In which domain does the function decrease?

x>3

In which domain is the function increasing?

No upward dominance

In which domain does the function decrease?

Answers B and C are correct

In which domain is the function increasing?

x>0

In which domain does the function decrease?

x<0