Newton's 2nd Law Notes Mass vs. Weight.

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Presentation transcript:

Newton's 2nd Law Notes Mass vs. Weight

What is “mass”? Mass measures the inertia of an object. All objects made of matter have inertia - that is, they resist accelerations (Newton’s First Law), but some objects resist more than others. Mass is a scalar quantity. SI unit of mass is the kilogram (kg).

Preconceptions There is 1 major preconceptions to address: Mass is not the same as weight.

Mass is not Weight Mass is a property of an object that measures how much it resists accelerating. An object is difficult to accelerate because it has mass.

Weight Weight is a force - an interaction between 2 objects involving a push or a pull. One of these objects is typically VERY big - the Earth or the Moon, for instance. Weight is NOT a property of an object.

What does weight depend on? The weight of an object depends on the object’s mass. In fact, an object’s weight is directly proportional to the object’s mass. The weight of an object also depends on the object’s location. In fact, an object’s weight is directly proportional to its free fall acceleration, g at its current location.

Weight In symbols: W = mg W m g

Weight of a 1 kg object Since W = mg, the weight of a 1 kg object is: W = (9.8 m/s2)(1 kg) = 9.8 N on Earth W = (1.6 m/s2)(1 kg) = 1.6 N on the Moon

Mass vs. Weight We typically think that an object is difficult to accelerate because it is heavy (has weight) - but it is heavy because it has mass. So, objects are difficult to accelerate because they have mass.

Practice Problem ∑F=ma ∑F=(178.57)(2.8) W=mg ∑F=500 N m=W/g An object weighs 1750 N on Earth. If it is accelerated at 2.8 m/s2, what is the net force acting on the object? W = 1750 N g = 9.8 m/s2 a = 2.8 m/s2 m = ? ∑F = ? ∑F=ma ∑F=(178.57)(2.8) W=mg ∑F=500 N m=W/g m=(1750)/(9.8) m=178.57 kg