What Are the Effects of Gravity on a 55.0 kg Ball?

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The weight of a 55.0 kg ball is calculated using the formula weight = mass x gravity, resulting in 539 N (55.0 kg x 9.8 m/s²). The gravitational force acting on the ball is indeed 539 N, not just 9.8 m/s², as acceleration due to gravity is not the same as force. A spring scale measures weight, so if the ball is hanging from it, the scale would read 539 N, not 55 kg. Understanding that force is the product of mass and acceleration clarifies the relationship between these values. Therefore, both the gravitational force and the reading on the spring scale are 539 N.
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1)What is the weight of a ball of mass 55.0 kg?
I know the answer is 55.0*9.8
but for the following two question I don't get it :/

2)What is the magnitude of the gravitational force acting on it?

Would that be 9.8??


3)What force would a spring scale read if the ball were hanging from it?


Anyone please respond to question 2 and 3, thanks!
 
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for part two your answer(9.8) is wrong.It's acceleration... but you need force ... how can you relate them and get what you want?

for part 3...
in general,what does a spring scale indicate?
after answering this you will get the answer easily.
 
force= mass x acceleration. weight= mass x gravity. in this case they would be the same
 
Ok, just to be sure:


2) I'm still confused. Force is directly proportional to acceleration, correct?
So the magnitude of the gravitational force is 539?



3) A spring scale indicates weight. The spring scale would read 55 kg??
 
tica86 said:
Ok, just to be sure:


2) I'm still confused. Force is directly proportional to acceleration, correct?
So the magnitude of the gravitational force is 539?



3) A spring scale indicates weight. The spring scale would read 55 kg??

part 2 is right
part 3 ... you know what spring scale indicates(weight) but what you have written as your answer is something else.
 
were talking magnitudes here, force is not a vector in your case. so your force vector is

F = (55*9.8)j

|F| =\sqrt{539^{2}} = 539

that might seem irrelevant, but when your forces have two components that's the process you need to do to find the magnitude.
 
The legend said:
part 2 is right
part 3 ... you know what spring scale indicates(weight) but what you have written as your answer is something else.



So for question 3 it would also be 539 N?
 
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