Ok sorry for all the questions but i just want to make sure I am going to do this right
So I solve for Δr and put those under the radical sign?
But since those are vector components I can't add them together
Am i putting the wrong values under the rad sign?
Im not sure, I can try it again
I think I may have been confused on what numbers get plugged in where
So t=10.3s
a=4.21i+7.36j m/s^2
Vi=0?
And then I am solving for rf-ri
Is that all correct?
If i knew I would use them
For A) I used F=ma
Vf=Vi+at
For B) I used arctan (Vxf/Vyf)
For C) the equation I thought might be right was rf=ri + Vit + 1/2at^2, but that was wrong
And for D) I tried to multiply the time by the velocity components because the seconds...
Homework Statement
Two forces, vector F 1 = (4 i hat bold + 6 j hat bold) N and vector F 2 = (4 i hat bold + 8 j hat bold) N, act on a particle of mass 1.90 kg that is initially at rest at coordinates (+1.95 m, -3.95 m).
A) What are the components of the particle's velocity at t = 10.3...
Actually quick question
For c and d
so c is asking for the displacement the particle undergoes during the first 10.3s?
Ive tried using the answer from part a for this part but every variation i use is wrong
The answer for a was (43.3i+75.9j) m/s
What am i doing wrong?
No :/
Ok so I found the Final F to be (8.00i+16.00j)N
Acceleration is [(8i+16j)N]/1.90kg
Or [(8i+16j)m/s^2]/1.9
Then I used the kinematic equation where Vf=Vi+at
Because the Vi is 0 and I know the acceleration and time
But its still wrong
?
So your saying I just need to add the two forces together to get the components of the particles velocity?
So Final F= (4i+6j)N + (4i+8j)N and that is what would be the answer for part a?
I did that though. That was my first attempt at an answer
And it came out wrong
Maybe I am not...
Homework Statement
Two forces, vector F 1 = (4i+ 6j) N and vector F 2 = (4i+ 8j) N, act on a particle of mass 1.90 kg that is initially at rest at coordinates (+1.95 m, -3.95 m).
a)What are the components of the particle's velocity at t = 10.3 s?
b) In what direction is the particle...