Relations Intervals Extrema and End Behavior

Describe the end behavior for h\left(x\right)=-\log_3\left(x+1\right). Select ALL that apply.

As x → − ∞

• y → ∞

• y → − ∞

• y → 0

The logarithmic function f is defined by f(x) = 2lnx. Which of the following pairs of statements correctly describes the end behavior of f?

In which interval is the function increasing according the graph pictured?

In which interval is the function decreasing based on the pictured graph?

What is the value of the absolute minimum for the following function?

• -4

• 0

• 2

• 4

• Does Not Exist

What is the end behavior of the following function?

• As x approaches negative infinity, y approaches negative infinity; as x approaches positive infinity, y approaches positive infinity

• As x approaches negative infinity, y approaches positive infinity; as x approaches positive infinity, y approaches negative infinity

• As x approaches negative & positive infinity, y approaches negative infinity

• As x approaches negative & positive infinity, y approaches positive infinity

What is the end behavior of the graphed function as x approaches negative infinity?

• y approaches negative infinity

• y approaches positive infinity

• y approaches 2

• y approaches -1

• Does Not Exist

How many extrema are there in this graph?

• 2 max, 2 min

• 3 max, 2 min

• 2 man, 3 min

• 3 increasing intervals, 2 decreasing intervals

• 2 increasing intervals, 3 decreasing intervals

How many extrema (max and mins) are in the picture?

• 2

• 3

• 4

• 5