Calculating Tension in a Vertical Acceleration Problem

AI Thread Summary
To calculate the tension in the rope for accelerating a 1400 kg car vertically at 0.70 m/s², start by applying the equation F=ma. First, determine the weight of the car, which is the gravitational force acting on it, calculated as mass times gravity (1400 kg * 9.81 m/s²). Next, calculate the additional force required for the upward acceleration using the same equation (F=ma) for the upward force (1400 kg * 0.70 m/s²). The total tension in the rope is the sum of the gravitational force and the force needed for the upward acceleration. Understanding these concepts is crucial for mastering physics problems related to tension and acceleration.
roxysoxy14
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I have managed to get the worst teacher in the world for my AP Physics class. I was wondering how to do this problem:
How much tension must a rope withstand if it is used to accelerate a 1400 kg car vertically upward at 0.70 m/s2?
I really have no idea how to start it...:redface: But hopefully someone can give me a clue.

Merci!
 
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What does the equation F=ma mean to you? How would you apply it to this problem?
 
Always start by drawing a picture and labeling everything you know. Try to solve it and then we will discuss it.
 
In a PM to me you wrote:
roxysoxy14 said:
my teacher has talked about the equation F=ma. I've tried it and i get 980N. But I'm not sure what to do with that number. I've used my textbook to try and clarify it a bit. It hasn't helped...
How much does a 1700kg car weigh? That is the first component in the tension in the rope. The 2nd component is the extra acceleration of the car upward (over and above the acceleration of gravity g). How much extra force (F=ma) does it take to produce that acceleration of the car upwards? Now add the two components to get the total tension in the rope. And be sure to pay attention in your upcoming classes. This stuff is fundamental.
 
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