Nadia is ordering lunch for her employees. She wants

to order a combination of sandwiches and salads,

which cost $6 and $8, respectively. She wants to

order at least 32 lunches, but she wants to spend no

more than $250. Which of the following systems of

inequalities represents this situation in terms of x and

y, where x is the number of sandwiches she orders

and y is the number of salads she orders?

= - 5, what

x + y = 32

6x + 8y s 250

x + y = 32

6x + 8y 2 250

x + y 2 32

6x + 8y = 250

x + y 2 32

6x + 8y 2 250

Question

George Miller

Mathematics

22 May, 03:45

Nadia is ordering lunch for her employees. She wants

to order a combination of sandwiches and salads,

which cost $6 and $8, respectively. She wants to

order at least 32 lunches, but she wants to spend no

more than $250. Which of the following systems of

inequalities represents this situation in terms of x and

y, where x is the number of sandwiches she orders

and y is the number of salads she orders?

= - 5, what

x + y = 32

6x + 8y s 250

x + y = 32

6x + 8y 2 250

x + y 2 32

6x + 8y = 250

x + y 2 32

6x + 8y 2 250

+3

Answers (1)

Know the Answer?

Sandra Avery · Answer 1

She would have to buy 17 sandwiches and 18 salads

Step-by-step explanation:

Because 6 times 17 equals 102.

Because 8 times 18 equals 144.

And 144 plus 102 equals 246 which is as high as I can go