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kaheart [24]
1 year ago
6

Tickets to the zoo cost $15 for adults and $11 for children. The school has a budget of $1500 for the field trip. An equation re

presenting the budget for the trip is 15x + 11y = 1500. a. With a budget of $1500, determine if 120 students and 20 adults can go to the zoo. Explain how you know. b. If there are 120 students who need tickets, what is the maximum number of adults who can go to the zoo while staying within the school budget? Show or explain your reasoning. c. Solve the equation15x + 11y = 1500 for x.​
Mathematics
1 answer:
Alika [10]1 year ago
4 0

It is not possible for 120 kids and 20 adults to go on the trip, but 120 students can go with a maximum of 12 adults so the expense of the trip can fall in the school's budget.

We know that tickets of the zoo cost $15 for adults and $11 for children.

The equation representing the budget for the trip is 15x + 11y = 1500.

where, x is the no. of adults and y is the number of children that are travelling.

If x = 20 and y = 120 then,

15(20)+11(120)=300+1320=1620 which is out of the budget of the school.

If 120 students want to go to school then, no. of adults that can travel can be determined as

15 x + 11 (120 )<= 1500

15x  <=1500-1320

15x<=180

x <=12

Therefore, we can conclude that 120 students and 20 adults cannot travel for the trip but 120 students can travel with a maximum of 12 adults among with them as it will cost school the trip in the budget.

Learn more about Linear Inequality here brainly.com/question/11897796

#SPJ1

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