If my rocket has two rocket engines going off each at an impulse at 20.00 N/S .

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If a rocket has two engines each providing an impulse of 20.00 N/S, the total impulse would indeed be 40.00 N/S. The net force acting on the rocket is influenced by its mass, as described by Newton's second law (f = m.a). The discussion emphasizes the importance of considering how the time value for the applied force might change with increased mass. It concludes that the sum of the forces will compensate for the resultant impulse, affirming that increased impulse correlates with increased mass. Thus, the answer to the initial question is a definitive yes.
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If my rocket has two rocket engines going off each at an impulse at 20.00 N/S...

If my rocket has two rocket engines going off each at an impulse at 20.00 N/S, then would the total amount of impulse my rocket has be 40.00 N/S?

Please answer seriosuly only this is extremely important and anybody guessing can throw off my calculation and cause the rocket to steer into a house
 
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first thing i would look at is the aspect of net forces applied to a mass. Newton's second law f = m.a we note that the net force is directly proportional to the mass therefore the net force may be affected.

m.a = fa + ff

ok, now let's look at impulse. the real question is will the time value for this force applied remain? fnet = f. ∆t will this change or will the increased mass change the ∆t?

i may not have answered directly but hopefully gave you something to consider.
 
Is that a YES or a NO?
 
i believe the sum of the forces applied will compensate the resultant impulse.

m.a = (20 + 40) + (fg + air resistance)

therefore the increased impulse is directly proportional to the increased mass.

yes!
 
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