Calculating Force on Handle of 23-kg Suitcase

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To calculate the force applied to the handle of a 23-kg suitcase being pulled at a 25-degree angle, the normal force of 180 N must be considered. The net vertical forces must equal zero, which includes the normal force and the weight of the suitcase. Weight is determined by the mass multiplied by the acceleration due to gravity. The discussion clarifies that mass is not a force but a measure of matter, while gravity is the phenomenon that creates weight. Understanding these components is crucial for solving the problem accurately.
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Homework Statement


A 23-kg suitcase is being pulled with constant speed by a handle that is at an angle of 25 degrees above the horizontal. If the normal force exerted on the suitcase is 180N, what is the force applied to the handle?


Homework Equations


net force =ma\vec{}
Voy = Vo sin \theta

The Attempt at a Solution



I didn't know exactly how to approach the problem. At first I wanted to label the y-axis or normal force 180 n, set it equal to x sin 25, and solve for x. I feel like the mass of the suitcase (assume it is mass or is it weight?) has a part to play, but in reality, my teacher just does a bad job. -next step?
 
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The normal force will be just enough to bring net vertical forces to zero. What are all the other vertical components of forces? (Name them)
 
mass-
gravity.

so wait. 180n brings vertical forces to zero?
 
josephpatricks said:
mass-
gravity.

so wait. 180n brings vertical forces to zero?
Mass is not a force, it is the amount of matter (or inertia) in an object.
Gravity is a phenomenon. The force due to gravity is called weight.

There is one more force (component) that you have not mentioned, and

Yes, 180 N upward, brings the net vertical force to exactly zero.
 
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