A travel agent made arrangements for a school team and fans to travel to a tournament. The agent wrote the following equation for the profit she expected to make from the trip, where n is the number of people traveling:

P = 75n – 25(n +20)





Use one of the two equations to determine the number of travelers for which the travel agent’s profit will be equal to zero. Is there more than one answer?

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N equals 1/50 p + 10