Physics Forces Problem: Helicopter lifting a truck

AI Thread Summary
The discussion revolves around calculating the tension in the cable of a military helicopter lifting a 6000-kg truck with an acceleration of 4 m/s². The user initially calculates the tension as 83,000 N, using the equation T = mtruck * (g + a), where g is the acceleration due to gravity. There is confusion regarding the application of mass in the equations, specifically whether to use the helicopter's mass or the truck's mass in the calculations. The forces acting on the truck are clarified as gravity and tension, leading to the equation T - mtruckg = mtrucka. The conversation emphasizes the importance of correctly identifying the forces and mass involved in the problem.
XcKyle93
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Homework Statement



A large (15,000-kg) military helicopter lifts a 6000-kg truck straight up out of a danger zone with an acceleration of 4 m/s2. Calculate the tension in the lifting cable.

Homework Equations



F = ma
W = mg


The Attempt at a Solution


I believe T = 8.3 * 104N, but I am unsure.
For the truck: ƩFy = -mg + T = mtruck * a = 24000
T = 24000 + mtruckg = 24000 + (6000 * 9.8) = 8.3 * 104N
 
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I think your equation should be

mhelia = T-mtruckg

As I am assuming that the helicopter is now lifting the truck off of the ground.
 
Why would it be mhelia instead of mtrucka? That doesn't make much sense to me.

The forces acting on the truck are gravity and tension, so
ƩFon truck = T - mtruckg = mtrucka
 
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