Solving a Bowling Ball Force Problem: Finding Weight and Acceleration

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Homework Help Overview

The problem involves analyzing the forces acting on a bowling ball when lifted with different applied forces, specifically focusing on determining the weight of the ball and its acceleration. The context is rooted in classical mechanics, particularly Newton's laws of motion.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • The original poster attempts to set up equations based on the forces acting on the bowling ball but expresses confusion about their correctness. Some participants discuss the validity of the equations and suggest alternative interpretations of the problem's statements.

Discussion Status

Participants are actively engaging with the problem, with some offering interpretations of the equations and questioning the assumptions made by others. There is a recognition of different perspectives on how to approach the problem, but no consensus has been reached regarding the best method to solve it.

Contextual Notes

There is mention of a specific force (17 N) that is derived from the problem context, but its role and implications are debated among participants. The original poster's uncertainty about the equations reflects the complexity of translating the problem into mathematical terms.

nerak
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I am having difficulty solving this problem. I even asked my teacher for help but her equation did not work and I am confused even more. Can someone please help me?

Q. When you lift a bowling ball with a force of 82 N, the ball accelerates upward with an acceleration a. If you lift with a force of 99 N, the ball's acceleration is 2*a.
a) Find the weight of the bowling ball.
b) Find the acceleration a.

This is how I tried it but i don't know if this is correct:

82N-w=m*a

99-W=2ma
 
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Your equations look correct, however they appear to overcomplicate the problem. The question basically states that 17 N provides an upward acceleration of m*a.

Thus if 82 N provides an upward acceleration of m*a, (82-17)N must provide no acceleration - this is the weight of the ball.

Now you know both m*a and m*g, two equations with two variables that are relatively easy to solve.

Claude.
 
Originally posted by Claude Bile
Your equations look correct, however they appear to overcomplicate the problem. The question basically states that 17 N provides an upward acceleration of m*a.

I find that to be a rather peculiar comment. Nerak, your equations are correct, AND they are the simplest description of the problem. Claude, the question does NOT "basically state that 17 N provides an upward acceleration of m*a". You got that be intuitively making exactly the subtraction suggested by Nerak's equations. Do not dissuade people from translating a probelm into equations. Intuition won't get you far in physics.
 
Originally posted by krab
I find that to be a rather peculiar comment. Nerak, your equations are correct, AND they are the simplest description of the problem. Claude, the question does NOT "basically state that 17 N provides an upward acceleration of m*a". You got that be intuitively making exactly the subtraction suggested by Nerak's equations. Do not dissuade people from translating a probelm into equations. Intuition won't get you far in physics.

True, the question did not explicitly state that 17 N provides an upward acceleration of m*a, rather it is a logical derivation from the information provided in the question, there was no intuition involved.

I did not intentionally attempt to dissuade Nerek from using his (correct) equations, I merely offered a worded interpretation of how to arrive at the answer (as Nerek was unsure of whether he was correct) that I thought may be helpful.

Claude.
 

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