\"\"

\

Graph the of the number of riders from \"\" to \"\".

\

\"\"

\

The graph appears to be divergent.

\

Since as \"\" increases, the sequence does not approach a finite number.

\

Graph of the function is decreases for some time and not continuously decreases on its entire domain.

\

\"\"

\

(b)

\

Using the table, total number of riders from \"\" to \"\" is

\

\"\".

\

Explicit formula for the sequence is \"\".

\

Find the eighth partial sum of the sequence.

\

\"\".

\

\"\"

\

\"\"

\

\"\"

\

\"\"

\

\"\"

\

\"\"

\

\"\"

\

Eighth partial sum of the sequence is \"\".

\

 \"\".

\

Thus, the both results are approximately equal.

\

\"\"

\

(c) Find \"\".

\

\"\"

\

\"\"

\

\"\" represents the number of riders in \"\", \"\" riders.

\

\"\"

\

(a) Graph:

\

\"\"

\

Divergent.

\

(b) \"\".

\

(c) \"\".

\

\"\" represents the number of riders in \"\", \"\" riders.