What do I do for these problems ?

  • Thread starter whataboutbob
  • Start date
In summary, the problem involves a child sitting on a merry-go-round with a radius of 2.3 m, making one complete revolution in 12.2 s. The child's acceleration can be determined using the formula for centripetal acceleration, which is tangential speed squared divided by the radius. The horizontal force of friction acting on the child can also be calculated using the formula f=ma, and the minimum coefficient of static friction needed to prevent slipping can be found by considering the maximum force of friction that can be exerted before slipping occurs.
  • #1
whataboutbob
3
0
What do I do for these problems!?

Homework Statement


1.A merry-go-round makes one complete revo-
lution in 12.2 s. A 49.4 kg child sits on the
horizontal floor of the merry-go-round 2.3 m
from the center.
Find the child’s acceleration. The accelera-
tion of gravity is 9.8 m/s2 .
Answer in units of m/s2

2.Find the horizontal force of friction that acts
on the child.
Answer in units of N

3.What minimum coefficient of static friction is
necessary to keep the child from slipping?

Homework Equations



f=M*A
a=(Tangential speed)^6/r
Tangential speed=2pi r/time

The Attempt at a Solution


Don't know how to get acceleration
 
Last edited:
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  • #2


Welcome to PF,

whataboutbob said:

Homework Statement


1.A merry-go-round makes one complete revo-
lution in 12.2 s. A 49.4 kg child sits on the
horizontal floor of the merry-go-round 2.3 m
from the center.
Find the child’s acceleration. The accelera-
tion of gravity is 9.8 m/s2 .
Answer in units of m/s2

2.Find the horizontal force of friction that acts
on the child.
Answer in units of N

3.What minimum coefficient of static friction is
necessary to keep the child from slipping?


Homework Equations





The Attempt at a Solution


If the child moves in a CIRCLE at a constant speed, then what MUST be true about the child's acceleration? In other words, what kind of acceleration must he/she be experiencing? How do you go about computing this type of acceleration?
 
  • #3


Is it the centrapical Acceleration?
 
  • #4


Help?
 
  • #5


whataboutbob said:
Is it the centrapical Acceleration?

Yeah, it's the centripetal acceleration. Now, how do you calculate that (given the parameters of the circular motion)?
 

Related to What do I do for these problems ?

What do I do for these problems?

1. How can I identify the root cause of the problem?

2. What are some potential solutions for this problem?

3. How do I test and evaluate the effectiveness of a solution?

4. Are there any potential risks or consequences associated with implementing a solution?

5. How can I prevent this problem from occurring in the future?

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