You want to buy Nm gallons of milk at $4 per gallon and Np loaves of bread at $2 per loaf subject to several constraints. The shaded region in the graph below represents solutions to a system of linear inequalities involving the number of gallons of milk and the number of loaves of bread you can purchase. NM 12 8 12 ► NB 20 16 Select the scenario that best represents the constraints shown by the shaded region of the graph. You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $20. O You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $20. O You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost to $20. You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $40. O You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $20. O You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $40. You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost of $40. You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $40.

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.7: Graphing Systems Of Linear Inequalities
Problem 4.118TI: Mary needs to purchase supplies of answer sheets and pencils for a standardized test to be given to...
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You want to buy Nm gallons of milk at $4 per gallon and Np loaves of bread at $2 per
loaf subject to several constraints. The shaded region in the graph below represents
solutions to a system of linear inequalities involving the number of gallons of milk and
the number of loaves of bread you can purchase.
NM
12
8
- NB
20
8
12
16
Select the scenario that best represents the constraints shown by the shaded region
of the graph.
You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $20.
You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $20.
You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost to $20.
You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $40.
You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $20.
You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $40.
You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost of $40.
You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $40.
Transcribed Image Text:You want to buy Nm gallons of milk at $4 per gallon and Np loaves of bread at $2 per loaf subject to several constraints. The shaded region in the graph below represents solutions to a system of linear inequalities involving the number of gallons of milk and the number of loaves of bread you can purchase. NM 12 8 - NB 20 8 12 16 Select the scenario that best represents the constraints shown by the shaded region of the graph. You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $20. You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $20. You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost to $20. You are buying no more than 4 milks, at least 4 loaves, and limiting the cost to $40. You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $20. You are buying at least 4 milks, at least 4 loaves, and limiting the cost to $40. You are buying no more than 4 milks, no more than 4 loaves, and limiting the cost of $40. You are buying at least 4 milks, no more than 4 loaves, and limiting the cost to $40.
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