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The net force on the apple is 0.9 N. This is calculated by subtracting the force of air resistance (0.1 N) from the gravitational force (1 N).
Net force = Force of gravity - Force of air resistance = weight - air resistance = mg - 800N.
The net force on the falling object is the difference between the gravitational force pulling it down (20 N) and the air resistance force pushing against it (4 N). Therefore, the magnitude of the net force on the object is 16 N.
If the falling parachutist has a downward force of 500 N, and the air resistance force is 900 N (negative), then the net force is:500 N - 900 N = -400 N So, the parachutist gets a net upward force, causing him to decelerate while continuing to move downward, due to gravity.
The net force on the falling barrel is the difference between its weight (1000 N) and the air drag (400 N), so the net force is 600 N downward. This net force causes the barrel to accelerate downwards according to Newton's second law (F=ma).
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Since gravity attracts the ball downward, and air resistance acts upwards (assuming that it falls straight down), you need to subtract the force of gravity (i.e., the weight) minus the air resistance.
The net force applied to the desk is zero because the 275 N upward force you applied and the 275 N upward force your friend applied cancel each other out when combined with the desk's weight of 500 N.
The net force on the barrel is 600 N downward (1000 N - 400 N). This net force causes the barrel to accelerate downward as per Newton's second law, F = ma, where F is the net force, m is the mass, and a is the acceleration.
The idea is to calculate the downward force of gravity, and then subtract the air resistance, since it acts in the opposite way. This assumes that the ball falls directly downward.
If the box weighs 35 N and you apply a 39 N upward force to pick it up, the net force being applied is the difference between the two forces: 39 N (upward force) - 35 N (weight force) = 4 N. Therefore, you are effectively applying a 4 N force to lift the box.
A force of 36.06 N, at 33.69 degrees up from East.