Calculating Acceleration and Resistance in Motion: A Scientific Inquiry

AI Thread Summary
The discussion revolves around calculating acceleration and resistance in motion based on two physics problems. For the first question, participants suggest using a gravitational acceleration of 9.8 m/s² to determine the resultant acceleration and velocity of a 2.0 kg mass acted upon by a horizontal force. The second question involves finding air resistance for a 4.0 kg body in free fall with a given acceleration of 9.2 m/s², leading to the conclusion that air resistance is 2.4 Newtons. Clarifications are made regarding the interpretation of gravitational acceleration and the application of Newton's laws. Overall, the conversation emphasizes the importance of understanding vector components and forces in motion.
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Can someone help me with these two questions:

1. a body of mass 2.0 kg is acted on by a downward force of gravity and a horizontal force of 40N. Find it's acceleration and velocity as a function of time, assuming it starts from rest.

2. Find the resistance of the air to the motion of a body of 4.0kg in free fall with a gravitational acceleration of 9.2m/s^2.

I feel there is not enough information to answer these.
 
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#1
You should assume some value for the gravitational acceleration. Usually, the standard value is 9.8 m/s2. You can use the kinematical equation to get the velocity.

#2
This sounds like one of two things: 1) not enough info., or 2) a trick question. Do you usually get trick questions?
 
1. The block goes 80ms^-2 to the right (let's say), and goes 9.8ms^-2 downwards. Use the pythagorian thereom to find its resulting acceleration. By finding the velocity in function of time they might want you to draw a graph... good luck, I hate doing those.

2. Objects in free fall eventually stop accelerating downwards when they reach a high enough velocity. So, at that point the resistance would be 9.2ms^-2 times 4kg.

Unless I'm missing something, that should be it.
 
Do you usually get trick questions?[/QUOTE]

Sometimes. But I don't see how it can be a trick question.
 
I don't see anything very tricky about them. Number 1 is a straightforward vector problem. The only thing "tricky" is the wording: "a gravitational acceleration of 9.2m/s^2." Did the problem really say that or did it say something like "falling under gravity the acceleration is 9.2 m/s2? The point is that gravitation acceleration (on the surface of the earth) approximately 9.8 m/s2 because the force of gravity is 9.8 times the mass. If the body is falling with acceleration 9.2 m/s2 then there is a net force of 9.2 times the mass. The air resistance force is (9.8- 9.2)= 0.6 times the mass. Since the mass is given as 4.0 kg, the force of air resistance is 0.6(4)= 2.4 Newtons.
 
HallsofIvy said:
I don't see anything very tricky about them. Number 1 is a straightforward vector problem.

But I still don't understand how to get the velocity.
 
Newtons 2nd:
F = ma

Constant acceleration motion:
V(t) = V0 + a*t

Give it a shot and let us know if and where you get stuck.
 
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