A summer camp cookout is planned for the campers and their families. there is room for 525 people. each adult costs $9, and each c

Question

A summer camp cookout is planned for the campers and their families. there is room for 525 people. each adult costs $9, and each camper costs $5. there is a maximum budget of $1,200. write the system of inequalities to represent this real-world scenario, where x is the number of adults and y is the number of campers. x y ≤ 525 5x 9y ≤ 1,200 x y ≤ 1,200 5x 9y ≤ 525 x y ≤ 525 9x 5y ≤ 1,200 x y ≤ 1,200 9x 5y ≤ 525

thuthuy · Answer

The  set of equations  representing this real-life scenario is: x , y ≤ 525 ; 9x + 5y ≤ 1200 and the correct option will be (C).   What are linear equations in one variable?    Linear equations  in one variable   refer to the equations that can be expressed in the form of 'ax + b = c' (a ≠ 0).  A system of such, related equations is also used to express a real-world scenario in  terms of equations , suitable for all values.  Given:    Room is available for 525 people.  Cost of an adult = $9  Cost of a camper = $5  Maximum budget = $1200  Number of adults = x  Number of campers = y   For a representation of this real-life scenario, we will refer to the  equations :   x , y ≤ 525 (as accommodation is available only for 525 people).  9x + 5y ≤ 1200 (as the total cost of all the adults = cost of 1 adult ($9) * number of adults (x); similarly, total cost of all the campers = cost of 1 camper ($5) * number of campers (y). Both these costs have to be less than or equal to the budget given ($1200)).   Hence, the correct option will be (C) and the  set of equations  representing this real-life scenario is: x , y ≤ 525 ; 9x + 5y ≤ 1200.  To learn more about  the linear equations , refer to the link: https://brainly.com/question/85774  #SPJ4

What are linear equations in one variable?

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