Recent content by Flinze

  1. Flinze

    Find the Units of the Torsional Constant for a Balance Wheel

    Homework Statement The 500-mg balance wheel of a certain clock is made up of a thin metal ring of radius 16 mm connected by spokes of negligible mass to a fine suspension fiber as in(Figure 1) . The back-and-forth twisting of the fiber causes the wheel to move in simple harmonic motion with...
  2. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    Never mind, I figured it out, I subtracted 180 with 56 = 124 degrees. Thanks.
  3. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    It would be in quadrant II after I plot (-2,3). Would the angle I be measuring start from the x-axis from quadrant I though?
  4. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    The answer -56 would be in quadrant IV and +56 would be in quadrant one then right?
  5. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    Quadrant I would be positive for the first part, and Quadrant IV would be negative on the second question. So then what I would do is 180-54=124?
  6. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    Quadrant I, and III have positive angles I believe There are 90 degrees in each quadrant, and zero is located on the x-axis on quadrant I.
  7. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    I believe it is on the correct quadrant as -x,+y = quadrant 2. And there should only be one intercept I believe?? I'm confused
  8. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    Oh it's in the second quadrant, I see how the angle wouldn't work. So would it then be +56 degrees?
  9. Flinze

    Finding Polar Coordinates for Vector B⃗ = -2.0ι^ + 3.0 j^

    Homework Statement B⃗ = -2.0ι^ + 3.0 j^. Find the polar coordinates r and theta. Homework Equations n/a The Attempt at a Solution r=sqrt((-2.0)^2+(3.0^2)) r = 3.6 theta = tan^-1(3/-2) = -56 degrees The answers seem to be wrong, can I get any guidance on this question please?
  10. Flinze

    Elastic Collisions between two objects

    Homework Statement You have an inertia of 52 kg and are standing at rest on an iced-over pond in your skates. Suddenly, your 60-kg brother skates in from the right with x component of velocity -4.9 m/s and collides elastically with you. 1. What is the siblings' relative speed after the...
  11. Flinze

    How Fast Will You Hit the Ground on a Planet with Reduced Gravity?

    Alright so my teacher gave us the solution to this problem, and instead of using 9.81 m/s^2, she first solved the problem with symbols and afterwards she plugged everything in while using g=9.8 m/s^2 instead of 9.81 m/s^2, which made a quite a difference in numbers. Though I will check with her...
  12. Flinze

    How Fast Will You Hit the Ground on a Planet with Reduced Gravity?

    Oh, I used 9.81 as my gravity, perhaps that may have effected my answer. Though I still haven't checked with my prof. Thanks for your input though.
  13. Flinze

    How Fast Will You Hit the Ground on a Planet with Reduced Gravity?

    I followed all that, answer is still wrong, as it comes to 0.448 m/s even without rounding numbers at all throughout the problem. The velocity should be positive, correct?
  14. Flinze

    How Fast Will You Hit the Ground on a Planet with Reduced Gravity?

    Homework Statement You are touring a distant planet on which the magnitude of the free-fall acceleration is 65.0 % of what it is on Earth. For a little excitement, you jump off a precipice 500 m above the planet's surface. After 5.00 s of free fall, you ignite the jet-pack on your back...
  15. Flinze

    How to Use Symbols to Solve a Ramp Problem?

    Homework Statement A car is 12 m from the bottom of a ramp that is 8.0 m long at its base and 6.0 m high. The car moves from rest toward the ramp with an acceleration of magnitude 2.5 m/s2. At some instant after the car begins moving, a crate is released from rest from some position along the...
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