Help Needed: Solving Problems with Satellites and Ropes

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Homework Help Overview

The discussion revolves around problems related to satellite motion and the tensile strength of a rope used in rappelling scenarios. The first problem involves calculating the thrust needed for a satellite to maintain constant velocity against gravitational pull, while the second problem focuses on determining the maximum deceleration a soldier can experience without breaking a rope.

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  • Mixed

Approaches and Questions Raised

  • Participants discuss the application of Newton's second law to find acceleration and forces involved in both problems. There are attempts to clarify the relationship between forces acting on the satellite and the rope's tensile strength. Questions arise regarding the need to account for gravitational forces in the calculations.

Discussion Status

The discussion is ongoing, with participants providing insights and questioning each other's reasoning. Some guidance has been offered regarding the need to show attempts at solving the problems, and there is acknowledgment of the forces at play in the scenarios presented.

Contextual Notes

Participants are reminded of the forum's policy requiring them to demonstrate their attempts at solving the problems before receiving assistance. There is also a mention of the gravitational force acting on the satellite, which is a critical aspect of the first problem.

Muteb
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Hello guys,

I do not know how to solve these problems could you help me please?

1- A satellite of mass 59.0 Kg is being pulled out of orbit by 450.0 Netwons of gravity. Small thrusters are used to maneuver the satellite back to its orbite. What thrust would cause the satellite to move with a constant velocity?

2- A US Army rope has a tensile strength of 5000.0 Netwons- this is the greatest force you may exert on it without breaking. Suppose this rope is used by a soldier rappelling down a building or cliff.
a) What is the maxiumum deceleration of a 50.0 kg rappeller that the rope can withstand?
 
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Welcome to PF.

You'll need to show an attempt at solving the problems before receiving help. It's the policy here. In other words, those items that you deleted when you posted need to be addressed.
 
Is that answer correct?

Force=mass*acceleration so

5000=50*acceleration

acceleration = 5000/50 = 100 m/s^2
 
Which problem is that supposed to be the answer to?
 
I think for Q2 that the pushing and pulling forces should be equal and the accerleration is zero.

T-450=(0)X(50)

T=450 T is force
 
Hello HallsofIvy,
is my answer right or I need to count the Earth's gravity?
 
Muteb said:
I think for Q2 that the pushing and pulling forces should be equal and the accerleration is zero.

T-450=(0)X(50)

T=450 T is force

That's correct for question #1. Just remember to include units.

... is my answer right or I need to count the Earth's gravity?

450.0 N is the force of the Earth's gravity, so you have already counted it.
 
Thanks Redbelly98, HallsofIvy I apperciate your responsoes
 

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