What force gives me this impulse?

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SUMMARY

The discussion focuses on calculating the maximum force (Fmax) required to achieve an impulse of 5.6 N·s. The impulse is defined by the equation Jx = ∫(from t_initial to t_final) Fx(t) dt. Participants emphasize the importance of relating the impulse to the area under the force-time graph, guiding the user to express the integral in terms of this area to solve the problem effectively.

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Homework Statement


what value of Fmax gives an impulse of 5.6 N\s?

Picture of graph below

http://session.masteringphysics.com/problemAsset/1070437/6/09.EX05.jpg


Homework Equations



Jx=Integral from t initial to t final of Fx(t)dt

^px=Jx


The Attempt at a Solution


I started by setting 5.6 Ns equal to the integral of the area below the curve but I think I am missing a step. I don't fully understand how you would start a problem like this could someone help me to get on the right track, thanks.
 
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I think you are on the right track.

You started correctly by setting:

[tex]J_x=\int_{t_i}^{t_f}F_x(t)dt[/tex]

HINT: Next, get the integral in terms of the area.
 

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