Does anyone know how to solve i try to self learn?

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In summary, the equations used in this conversation were ΣF=ma, fk = μkN, fs ≤ μsN, and Fs = - kx. The first question asked to find m when ΣF is 10N and a=1 m/s^2. The second question provided values for ΣF, m, μk, and N, and asked to find a. In the third question, ΣF and a were given, and the first equation was used to find m in terms of T. The fourth question asked if the third equation is valid given values for ΣF, m, a, μs, and N. The fifth question asked to use the fourth equation to solve for
  • #1
sammy852
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The equations used are:
1)ΣF=ma
2)fk = μkN
3)fs ≤ μsN
4)Fs = - kx

Here are the questions:
1. If ΣF is 10N and a=1 m/s^2, find m using the first equation
2. Given ΣF = fk, m=250 kg, μk=0.2, and N = 10m, find a.
3. ΣF=T-10m, but a=0 m/s^2. Use the first equation to find m in terms of T.
4. Given the following values, determine if the third equation is valid. ΣF =fs, m=90kg, and a=2 m/s^2. Also, μs=0.1 and N=5N.
5. Use the 4th equation to solve for F, if k=900 N/m and x=0.15m
6. Use this equation ( vf=v0+at) and (ΣF=ma) find ΣF when m=12kg, vo= 15m/s,vf=5/ms and x=0.15m
 
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  • #2
Well let's start with the first problem,

You know:
ΣF = 10N
a = 1 m/s^2
m = ?

And better yet, you know you have to use ΣF = m*a

Are you familiar with how to solve for a variable in an algebraic equation?

For example, can you solve for x in this equation?

6x = 52
 

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