$\"\"$

(a)

The function is $\"\\lim_{x\\rightarrow$ .

Graph the function:

$\"\"$

Observe the graph:

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0\"$ .

Complete the table.

$\"x\"$	$\"1\"$	$\"0.5\"$	$\"0.2\"$	$\"0.1\"$	$\"0.01\"$	$\"0.001\"$	$\"0.0001\"$
$\"f(x)\"$	$\"0.1585\"$	$\"0.0411\"$	$\"0.0067\"$	$\"0.0016\"$	$\"0.000016\"$	$\"0.00000016\"$	$\"0.0000000016\"$

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0\"$ .

$\"\\lim_{x\\rightarrow$ .

$\"\"$

(b)The function is $\"\\lim_{x\\rightarrow$ .

Graph the function:

$\"\"$

Observe the Graph:

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0\"$ .

Complete the table.

$\"x\"$	$\"1\"$	$\"0.5\"$	$\"0.2\"$	$\"0.1\"$	$\"0.01\"$	$\"0.001\"$	$\"0.0001\"$
$\"f(x)\"$	$\"0.1585\"$	$\"0.0822\"$	$\"0.0332\"$	$\"0.0166\"$	$\"0.0016\"$	$\"0.00016\"$	$\"0.000016\"$

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0\"$ .

$\"\\lim_{x\\rightarrow$ .

$\"\"$

(c)

The function is $\"\\lim_{x\\rightarrow$ .

Graph the function:

$\"\"$

Observe the Graph:

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0.1666\"$ .

Complete the table.

$\"x\"$	$\"1\"$	$\"0.5\"$	$\"0.2\"$	$\"0.1\"$	$\"0.01\"$	$\"0.001\"$	$\"0.0001\"$
$\"f(x)\"$	$\"0.1585\"$	$\"0.1646\"$	$\"0.1663\"$	$\"0.1666\"$	$\"0.1667\"$	$\"0.1667\"$	$\"0.1666\"$

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"0.1666\"$ .

$\"\\lim_{x\\rightarrow$ .

$\"\"$

(d)

The function is $\"\\lim_{x\\rightarrow$ .

Graph the function:

$\"\"$

Observe the Graph:

As $\"x\"$ tends to $\"0\"$ from the right hand side, $\"f(x)\"$ approaches to $\"\\infty\"$ .

Complete the table.

$\"x\"$	$\"1\"$	$\"0.5\"$	$\"0.2\"$	$\"0.1\"$	$\"0.01\"$	$\"0.001\"$	$\"0.0001\"$
$\"f(x)\"$	$\"0.1585\"$	$\"0.3292\"$	$\"0.8316\"$	$\"1.6658\"$	$\"16.667\"$	$\"166.667\"$	$\"1666.667\"$