Recent content by CentrifugalKing

  1. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    Okay I've updated. Mind telling me if this is sound? R1 R2. Chng. R c/d P. 2. 3. 1. C Q. 3. 1.5. 1.5. D R. 2.5. 3. 0.5. D
  2. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    So R2 for Q would be 1 as opposed to 2?
  3. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    So should R2 be 3.5? Because that was what I initially thought but my answer choices lack a 3.5 Also, I'm not sure about anything regarding the C/D column
  4. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    Oh yes I now understand. Yeah, they are spaced evenly. My problem is more along the lines of whether I counted right or not. I just wanted an outside confirmation
  5. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    I'm not quite sure what you are getting at here. Care to elaborate?
  6. CentrifugalKing

    Circular Wave Fronts Emitted by Two Wave Sources

    Homework Statement https://session.masteringphysics.com/problemAsset/1383558/3/21.EX26.jpg Make a table with rows labeled P, Q, and R and columns labeled r1, r2, Δr, and C/D. Fill in the table for points P, Q, and R, giving the distances as multiples of λ and indicating, with a C or a D...
  7. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    Oh I see my mistake! So this is right?
  8. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    Oh, So I did a bit. Is this correct? I brought the R from a/R to the other side. I wanted to cancel the 1/2 so I multiplied everything by 2. 2gR^2 = (R^2+R2^2+2R^2) a?
  9. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    @Doc Al Thanks for all your help, and I think I got it. After a bit of Algebra: (2/3)((g*R^2)/(R^2+R2^2))=a And the other a=g Is that all I can do? And then compare it?
  10. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    Hate to bump this up again, but I've gotten pretty far but got jumbled on one part. So I did net torque = I(alpha) And did some substitution mg*R = (((1/2)(M) (R^2+R2^2) + MR^2))) (a/R) Thing is, would R^2+R2^2 be the same as the other R's? Sorry if I'm not being clear. But how would the...
  11. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    Oh so it will be mgh= (1/2)(M)(Rf)((v^2)/(Rf^2)) +Mv^2 + PE? So what would PE equal? Would the mass change to just one sheet of paper rather than the whole roll? Or should I also set up Newton's 2nd Law?
  12. CentrifugalKing

    Two Toilet Papers dropping-Rotational Inertia

    Homework Statement Okay, so I'm supposed to take two fresh rolls of toilet paper and drop them. One of which, I am supposed to let unravel while falling. The other, I just drop on its own. I'm supposed to find the height at which both will drop and hit the ground at the same time. Homework...
  13. CentrifugalKing

    Need a bit of help -- Pulley accelerated by a force....

    @J Hann I thought I did with the "2pi/604800" part. So that's velocity? How would I get acceleration?
  14. CentrifugalKing

    Need a bit of help -- Pulley accelerated by a force....

    Homework Statement A pulley, with a rotational inertia of 1.5✕ 10-3kg·m2 about its axle and a radius of 10 cm, is acted on by a force applied tangentially at its rim. The force magnitude varies in time as F = 0.50t + 0.30t2, where F is in Newtons and t in seconds. The pulley is initially at...
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