The maximum force a plastic grocery bag made from low-density polyethylene (LDPE) can withstand without ripping is 95 newtons [N]. Suppose the bag is filled with 45 pound-mass [lb] of groceries and then lifted with an acceleration of 11 feet per second squared [ft/s²]. Determine the force applied to the bag by lifting the groceries in units of newtons [N]. For an object lifted by a vertical force, its acceleration equals the difference between the force and weight, divided by the object's mass: F-w m a=

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The maximum force a plastic grocery bag made from low-density polyethylene (LDPE) can withstand without ripping is 95
newtons [N]. Suppose the bag is filled with 45 pound-mass [lb] of groceries and then lifted with an acceleration of 11 feet
per second squared [ft/s²].
Determine the force applied to the bag by lifting the groceries in units of newtons [N]. For an object lifted by a vertical force,
its acceleration equals the difference between the force and weight, divided by the object's mass:
F-W
m
a=
Click the icon to view the conversion table.
The force is N. (Round your answer to the nearest integer.)
Transcribed Image Text:The maximum force a plastic grocery bag made from low-density polyethylene (LDPE) can withstand without ripping is 95 newtons [N]. Suppose the bag is filled with 45 pound-mass [lb] of groceries and then lifted with an acceleration of 11 feet per second squared [ft/s²]. Determine the force applied to the bag by lifting the groceries in units of newtons [N]. For an object lifted by a vertical force, its acceleration equals the difference between the force and weight, divided by the object's mass: F-W m a= Click the icon to view the conversion table. The force is N. (Round your answer to the nearest integer.)
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