System of Inequalities Check In Justin Queso is ordering boxes of protein bars and protein shakes online. He must order at least 5 total boxes and no more than 11 total boxes. Additionally, the shipment must weigh less than 102 pounds total. The empty shipping container weighs 10 pounds, plus there is two pounds of packing material. A box of protein bars weighs 6 pounds, and a box of protein shakes weigh 12 pounds. Write a system of inequalities that represents the constraints on the number of protein bars and shakes that can be included in one shipment. (HINT: there will be THREE inequalities: one for the minimum items, one for the maximum items, and one for the maximum weight) Suppose that Swirvithan L'Goodling-Splatt wants to buy 3 boxes of protein bars and 7 boxes of protein shakes. Would he be able to get his whole order in one shipment? Justify your reasoning.

System of Inequalities Check In Justin Queso is ordering boxes of protein bars and protein shakes online. He must order at least 5 total boxes and no more than 11 total boxes. Additionally, the shipment must weigh less than 102 pounds total. The empty shipping container weighs 10 pounds, plus there is two pounds of packing material. A box of protein bars weighs 6 pounds, and a box of protein shakes weigh 12 pounds. Write a system of inequalities that represents the constraints on the number of protein bars and shakes that can be included in one shipment. (HINT: there will be THREE inequalities: one for the minimum items, one for the maximum items, and one for the maximum weight) Suppose that Swirvithan L'Goodling-Splatt wants to buy 3 boxes of protein bars and 7 boxes of protein shakes. Would he be able to get his whole order in one shipment? Justify your reasoning.

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Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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It’s a question with 3 problems please be clear

System of Inequalities Check In
Justin Queso is ordering boxes of protein bars and protein shakes online. He must order at
least 5 total boxes and no more than 11 total boxes. Additionally, the shipment must weigh less
than 102 pounds total. The empty shipping container weighs 10 pounds, plus there is two
pounds of packing material. A box of protein bars weighs 6 pounds, and a box of protein
shakes weigh 12 pounds.
Write a system of inequalities that represents the constraints on the number of protein bars and
shakes that can be included in one shipment.
(HINT: there will be THREE inequalities: one for the minimum items, one for the maximum
items, and one for the maximum weight)
Suppose that Swirvithan L'Goodling-Splatt wants to buy 3 boxes of protein bars and 7 boxes of
protein shakes. Would he be able to get his whole order in one shipment? Justify your
reasoning.

Suppose that Bismo Funyuns wants to buy 4 boxes of protein bars and 4 boxes of protein
shakes. Would he be able to get his whole order in one shipment? Why or why not?

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