Motion Question: Calculating Change in Momentum and Resultant Force

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The discussion focuses on calculating the change in momentum and resultant force for a lorry with a mass of 1500 kg, increasing its velocity from 12 m/s to 20 m/s. The change in momentum was correctly calculated as 12000 kg·m/s. To find the average resultant force, participants referenced the impulse-momentum theorem, which states that impulse (FΔt) equals the change in momentum (Δp). Clarifications were made regarding the formula, emphasizing that FΔt = mΔv. The conversation concluded with a participant expressing understanding of the concepts discussed.
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Homework Statement


A lorry of a mass 1500kg increases its velocity from 12m/s to 20m/s.

Homework Equations


a) calculate the change in momentum of the lorry.
b) The time taken for this change in velocity id 2 minutes. Calculate the average resultant force applied on the lorry.

The Attempt at a Solution


I worked out part a) by using the formula momentum= mv and got the ans 12000kgm/s
but i don't know how to work out part b.
Does anyone know how ?
 
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Look up the impulse-momentum theorem.
 
Thank you so the formula is that ? F⃗ Δt=Δp⃗ =m(v⃗ f−v⃗ i)
So the Force= mass (velocity * f orce - velocity* impulse)?
 
MsTech said:
Thank you so the formula is that ? F⃗ Δt=Δp⃗ =m(v⃗ f−v⃗ i)
So the Force= mass (velocity * f orce - velocity* impulse)?
Not exactly. Impulse = FΔt. The impulse momentum theorem states that the impulse will equal the change in momentum:

FΔt = Δ(mv) = m Δv
 
Ah i tought it didn't make sense ! Ok got it ! thanks a lot :-)
 
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