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Each fall, a horse ranch gives wagon rides. Tickets for adults are $10 each, and tickets for children are $6 each. No more than 25 people can fit on the wagon, and the ranch owners have a goal earning a minimum of $200 on each ride.

The system of inequalities that represents this situation is graphed below, where x represents the number of adults and y represents the number of children on the wagon ride.
X+y<_ 25
20x+ 6y_> 200

A. (19,6)
B. (17.5,5)
C. (10,15)
D. (30,-10)

Each fall, a horse ranch gives wagon rides. Tickets for adults are $10 each, and tickets-example-1
User TTimo
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2 Answers

2 votes

Answer:

the equations are off

Explanation:

x represents adults cost 10 not 20

y childen at g

x+y less than 25 people

10(x) + 6(y) greater than 200 dollars

User Dustin Poissant
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4.2k points
5 votes

Answer:

19,6

Explanation:

Each fall, a horse ranch gives wagon rides. Tickets for adults are $10 each, and tickets-example-1
User Bjarte
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3.9k points