Recent content by ourheroine

  1. O

    Uniform Circular Motion; bead on a string.

    I am unclear as to why we are taking the components of weight and centripetal force here, have you chosen the +y axis along BC? If I work backwards from isolating velocity I get a net force of 1.6321N, which I don't understand in terms of my beginning free body diagram using AB along the...
  2. O

    Uniform Circular Motion; bead on a string.

    Sorry, just to clarify; Whole string tension = TensBC + Tens AB tensile force of AB = Tcos(theta) tensile force of BC = T (if T= 1.2255N and Tcos(53.1o) is 0.7358N, then the tension in the entire string is 2.0N) Centripedal force = TensBCx + Tens AB tensile force of AB = Tcos(theta)...
  3. O

    Uniform Circular Motion; bead on a string.

    Sorry! I should have been more clear with my calculations straight off :) I don't actually have the answer for this problem, so I can't say whether or not I am approaching this the right way...from my imagination of this system I think maybe that since AB is taut (horizontal) it is pulling...
  4. O

    Uniform Circular Motion; bead on a string.

    Sure thing! Ftens*sin(theta) = mg Ftens = (0.1kg)(9.8N) / sin53.1o Ftens = 1.2255N So this would be the tension exerted by the portion of the rope BC Ftens*cos(theta) = Ftensx 1.2255N*cos53.1o = Ftensx 0.7358 = Ftensx I'm assuming where I went wrong in all this is because...
  5. O

    Uniform Circular Motion; bead on a string.

    Thanks for the welcome! :) Checking to see how far off I am...I'm getting a tension of 2.0N in the (total) string?
  6. O

    Uniform Circular Motion; bead on a string.

    1. Homework Statement An 100g bead is free to slide along an 80cm long piece of string ABC. The ends of the string are attached to a vertical pole at A and C, which are 40cm apart. When the pole is rotated, AB becomes horizontal. a) find the tension in the string b) find the speed of the...
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