Recent content by jaytm2291

  1. J

    Solving Newton's 2nd Law: M1 and M2

    Homework Statement http://gyazo.com/f075da031d0e9d66f269e27628619082.png http://gyazo.com/525919e03d92ae9efad90cc06995ec1b.png Homework Equations F = ma F = 0 The Attempt at a Solution T = Fg for M1 M2 = T - ma = T-M2a I don't know what to do after this.
  2. J

    My rounding is off - can anyone try this?

    My calculations don't work for the real answer, but they do for the practice answer.
  3. J

    My rounding is off - can anyone try this?

    So I would have: y=.33 tan(x)-4.9 (.33/(18.1 cos(x))^2 ?
  4. J

    My rounding is off - can anyone try this?

    I'm sorry you aren't being very clear. I didn't use a quadratic equation but I would like to. THis is due in about an hr. I have one try left. Please help me out instead of just giving me one word answers. Thanks.
  5. J

    My rounding is off - can anyone try this?

    My rounding is off and I only have one more try left. Can anyone try this and let me know what you get? Thanks. Screenshot http://gyazo.com/5998abed43217c95462f69f4e946a09c.png
  6. J

    Solving Homework Problems: Understanding Ax and Ay Equations | Get Help Now

    1. Homework Statement http://gyazo.com/f4c02f2a57b24a39dfee575837e0a807.png 2. Homework Equations Ax = A cos (?) Ay = A sin(?) 3. The Attempt at a Solution I tried putting the magnitude of x cos (?) but honestly have no idea what to do. Thanks
  7. J

    Solving Equations: Acos(?) & Asin(?)

    Homework Statement http://gyazo.com/f4c02f2a57b24a39dfee575837e0a807.png Homework Equations Ax = A cos (?) Ay = A sin(?) The Attempt at a Solution I tried putting the magnitude of x cos (?) but honestly have no idea what to do. Thanks
  8. J

    Helicopter Problem: Find Time for Mailbag to Reach Ground

    Yes. But I don't even know if these numbers or direction I am going in is correct and you are just telling me to go with what I have been doing. Please tell me I am doing the right thing.
  9. J

    Helicopter Problem: Find Time for Mailbag to Reach Ground

    I got when x is = 0, y is = to .785 is all I know. This is the most frustrating thing I just want to be done with. Please help me finish this problem. Thank you. Can you solve it from the beginning and not take my word for it because I'm really confused. Thank you.
Back
Top