A travel company wants to charter a plane to the Bahamas. Chartering the plane costs $5,000. So far, 12 people have signed up for the trip. If the company charges $200 per ticket, how many more passengers must sign up for the trip before the company can make any profit on the charter? Choose one.
A) 7
B) 9
C) 13
D) 27
E) 45
Additional passengers (i.e., an integer, let's say x) who must sign up before the company can make any profit = ?   200 * 12 + 200 * x &gt;= 5000   2400 + 200x &gt;= 5000   200x &gt;= 2600   x &gt;= 2600/200= 
<gadget id="calculator">2600/200</gadget>
<output>13</output>
13   Answer: 13
<result>C</result>
A travel company wants to charter a plane to the Bahamas. Chartering the plane costs $5,000. So far, 12 people have signed up for the trip. If the company charges $200 per ticket, how many more passengers must sign up for the trip before the company can make any profit on the charter?