How to find net force using mass, distance, and time?

AI Thread Summary
To find the net force acting on a 2.0 kg otter sliding down an 85 cm incline in 0.50 seconds, first calculate the acceleration using the equation ΔX = Vi*T + (1/2)*a*T^2, where Vi is 0. After determining the acceleration, apply Newton's second law (Fnet = ma) to find the net force. The initial calculations yielded 6.8 N, but the correct approach indicates that the net force is actually 14 N. This discrepancy highlights the importance of using the correct kinematic equations for non-constant velocity scenarios. Understanding these principles is crucial for accurately solving similar physics problems.
elkosp16
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Homework Statement

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A 2.0 kg otter starts from rest at the top of a muddy incline 85 cm long and slides down to the bottom in 0.50 s. What net force acts on the otter along the incline?

mass = 2.0 kg
distance = 85 cm
time = .50 s
net force = ?

Homework Equations


Fnet=ma

I also used.
V=x/t
a=v/t

The Attempt at a Solution


v=x/t
85/.5=170

a=v/t
170/.5=340 cm/s^2
340 cm/s^2 = 3.4 m/s^2

Fnet=ma
(2.0 kg)(3.4 m/s^2)= 6.8 N

The book says the right answer is 14 N though.
 
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I also used.
V=x/t
a=v/t

No, velocity is not constant. It changes over time. You should read your textbook again or check this http://en.wikipedia.org/wiki/Equation_of_motion" to find appropriate formula.
 
Last edited by a moderator:
Hi elkosp16, you need to use the formula :

Δ X = Vi*T + (1/2)*a*T^2

You already know displacement (ΔX), 85 cm (remember to convert it to meters !)
Initial velocity (Vi) is 0, because it starts at rest.
Time = .50 seconds,
Plug everything in and solve for a,

once you get acceleration, use Newtons second law.
∑ F=m*a
plug in mass & acceleration, the answer is net force.
 
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