$\"\"$

The rental cost of limo is $\"\"$ and $\"\"$ for each occupant.

Maximum members in limo is $\"\"$ .

Let $\"\"$ be the total number of people who share the limo.

The total cost of limo is $\"\"$ .

The total cost per person is total cost of limo by total number of people : $\"\"$ .

Write an inequality to determine how many people share the limo for less than $\"\"$ per person.

$\"\"$ .

Solve the inequality for $\"\"$ .

$\"\"$

Therefore, more than $\"\"$ people share the limo for the cost per person less than $\"\"$ per person.

$\"\"$ to $\"\"$ people share the limo for less than $\"\"$ per person.

$\"\"$

$\"\"$ to $\"\"$ people share the limo for less than $\"\"$ per person.