What is the force exerted by the shuttle-rocket engines during launch?

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The discussion revolves around calculating the force exerted by shuttle-rocket engines during launch, given the shuttle's mass of 1.81 x 10^6 kg and an upward acceleration of 13 m/s². The key equation used is F=ma, where the total force is derived from the mass multiplied by the acceleration. Acknowledgment of weight's role in the calculation is noted, leading to the realization that the net force must account for gravitational force as well. The participant initially struggled with the problem but ultimately clarified their understanding of Newton's second law. The conversation highlights the importance of correctly applying physics principles to solve real-world problems.
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Homework Statement



NASA launches a shuttle with a mass (including the rockets) of 1.81 x10^6 kg. If it accelerates upward at a rate of 13 m/s2 near the Earth's surface, what is the force that the shuttle-rocket engines exert? (Of course, the shuttle does not actually have this much acceleration until it is well above the Earth's surface, but that is a harder calculation!)


Homework Equations



F=ma

The Attempt at a Solution



Is there another equation that I should use in this problem? because I was thinking that I have the mass of the entire shuttle and the acceleration at that point, so I could just plug that into the equation to solve for mass. I also tried using a free-body diagram in case I was missing anything, and then I saw that weight would play a part in this process, so then I tried F=ma-mg but I'm still having difficulty figuring out the right answer.
 
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never mind...I figured it out...
 
Remember that Newton's second law reads like this (pay attention to the sigma:smile:):

\Sigma\vec{F}=m\vec{a}

So, what you will find is the net force if you find ma. What forces make up this net force?
 
map7s said:
never mind...I figured it out...

Awesome!:smile:
 
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