\

The frequency of the function is \"\".

\

Where \"\" is the frequency, \"\" is wave length and \"\" is speed of the light.

\

\"\" m/s.

\

\"\".

\

(a).

\

Graph :

\

Graph the function \"\".

\

Since frequency \"\" and the wave length \"\" of a periodic wave cannot be negative.

\

Graph the function in first quadrant.

\

\"\"

\

\

(b).

\

End behavior of the graph :

\

Observe the graph:

\

\"\".

\

Support numerically :

\

Construct a table that shows the values to investigate the function values as of \"\" increases. 

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
\"\"\"\"\"\"\"\"\"\"\"\"
\"\"\"\"\"\"\"\"\"\"\"\"
\

Observe the table.

\

As \"\" tends to \"\", \"\" approaches \"\".

\

\"\".

\

\

(c).

\

The function \"\" is not continuous.

\

The function \"\" has infinite discontinuity at \"\".

\

\

(a). Graph of the function \"\" is

\

\"\"

\

(b). End behavior of the graph: \"\".

\

(c). No, the function \"\" has infinite discontinuity at \"\".