How to Solve an Introductory Momentum Problem Using Impulse?

AI Thread Summary
To solve the momentum problem, a 2.0 kg body traveling at 40 m/s east experiences a constant force of 10 N for 5 seconds. Using Newton's second law, the acceleration is calculated as a = F/m, leading to a final velocity of 65 m/s. Alternatively, applying the impulse-momentum theorem, the change in momentum can be determined by integrating force over time. This approach emphasizes the importance of practicing impulse calculations in physics. Understanding both methods enhances comprehension of momentum concepts.
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Homework Statement



Can someone help me solve this Physics question(about momentum)...?
A 2.0 Kg body is initially traveling at a velocity of 40 meters/sec East, If a constant force of 10 Newtons due East is applied to the body for 5 seconds , the final speed the body is?

Homework Equations


Am not sure


The Attempt at a Solution


My own answer to this question was 65m/s... I manipulated Newton's second law...a=F/mass,,, and I got ...v2(final velocity) = Ft/m- v1. Pls explain if your answer is different.
 
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That's correct!
Applying a constant force \vec F on a body of mass m provides that mass with an acceleration given by Newton's Second Law: \vec a = \frac{\vec F}{m}
And from there, you can just use kinematics to find the final velocity.

A second, equivalent approach would be to use the impulse-momentum theory.
That is, \int \vec F dt=\vec P_f -\vec P_i
 
Just want to add, if your class is studying momentum right now then it would be beneficial to solve this problem using the impulse formula. It is likely that the goal of this exercise is to give you practice using impulse in calculations.
 
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