Use a system of linear equations to solve the following problem. A pew restaurant is to contain two-seat tables and four-seat tables. Fire codes limit the restaurant's maximum occupancy to 56 customers. If the owners have hired enough servers to handle 17 tables of customers, how many of each kind of table should they purchase? Write a system of linear equations using the given information. Choose correct answer below. ( 2x-4y= 56 OA. x-y= 17 2x + 4y = 56 OB. x+y=17 x-y= 56 2x - 4y = 17 x+y= 56 OD. 2x+ 4y= 17

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Use a system of linear equations to solve the following problem.
A pew restaurant is to contain two-seat tables and four-seat tables. Fire codes limit the restaurant's maximum occupancy to 56 customers. If the owners have hired enough servers to handle 17 tables of customers, how many of each kind of table
should they purchase?
Write a system of linear equations using the given information. Choose correct answer below.
(2x- 4y= 56
OA.
x-y= 17
2x + 4y = 56
OB.
x+y= 17
x-y= 56
Oc.
2x - 4y = 17
x+y= 56
OD.
2x + 4y = 17
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Transcribed Image Text:Use a system of linear equations to solve the following problem. A pew restaurant is to contain two-seat tables and four-seat tables. Fire codes limit the restaurant's maximum occupancy to 56 customers. If the owners have hired enough servers to handle 17 tables of customers, how many of each kind of table should they purchase? Write a system of linear equations using the given information. Choose correct answer below. (2x- 4y= 56 OA. x-y= 17 2x + 4y = 56 OB. x+y= 17 x-y= 56 Oc. 2x - 4y = 17 x+y= 56 OD. 2x + 4y = 17 Clear All Check Answer Textbook Print MacBook Pro G Search or type URL esc EL & %23 %$4 delete 3 4. 7 Y W tab S D F G J K lock
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