Recent content by AHinkle

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    What Does Calibration Reveal About Absolute Zero?

    Homework Statement A constant-volume gas thermometer is cal- ibrated in dry ice (which is carbon dioxide in the solid state and has a temperature of −80◦C) and in boiling ethyl alcohol (78◦C). The two pressures are 1 atm and 1.542 atm. What value of absolute zero does the cali- bration...
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    Woman walking around table, find angular speed of table.

    Homework Statement A woman with a mass of 70 Kg stands at the rim of a horizontal table having a moment of inertia of 490 kg*m^2 and a radius of 1.4 m. The turntable is initially at rest and is free to rotate about a frictionless, vertical axis through it's center. The woman then starts...
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    Acceleration of masses connected with string, non massless pulley

    how (in what form) would i write equations for the pulleys.. would it be F = ma or would it be in the form \tau=I\alpha? i've got to leave for work but would they look like \tau = T1 - (something) = I\alpha i mean would they be analagous to F = ma equation but with diff. vars? with...
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    Acceleration of masses connected with string, non massless pulley

    Homework Statement Homework Equations \SigmaF = ma \Sigma\tau=I\alpha ? The Attempt at a Solution m1 = 1 Kg m2 = 8 Kg \theta = 33 degrees mpulley = 7 Kg rpulley = .11 m \mu = 0.27 g = 9.8 m/s2 My attempt, I'm falling behind in class due to an illness and I can figure this...
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    Length along ramp from end of spring, picture included

    did you actually do sin(30) ? maybe you just messed up the angle it looks like you did it right for the most part..
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    Length along ramp from end of spring, picture included

    We have the same homework service I am pretty sure... mine was due today so here's how I did it. Since there is no friction on the first part of the problem, mechanical energy is conserved and you can use Ui+Ki=Uf+Kf Ui= (1/2kx2 + mghi) where hi = 0 I put the reference point a the top of the...
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    Length along ramp from end of spring, picture included

    okay k is the spring constant which is given above 14 N/cm or 1400N/m if you convert it like I did. so you know that initial potential energy is the potential energy in the spring plus the gravitational potential energy. If you set you reference point there you can say that gravitational...
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    Car hits brick wall, find inital speed of car

    actually i checked the answer and .8350 m/s is correct! I found out what i did wrong. I converted from centimeters to meters incorrectly in my first work calculation and that threw everything off.
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    Car hits brick wall, find inital speed of car

    1/2kxf2-1/2kxi2=1/2mvi2 1/2(5x106)(-.0167)2-1/2(5x106)(0)2=1/2(2000)vi2 vi = .835m/s? aww crap... i got a sign or something mixed up somewhere or i just don't understand what orientation i need to put all the parts together in
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    Car hits brick wall, find inital speed of car

    do you mean Fspring=-kx and the work done by a spring is Ws=\int(-kx) dx = 1/2kxf2-1/2kxi2
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    Car hits brick wall, find inital speed of car

    Homework Statement An automobile of mass 2000 kg is driven into a brick wall in a safety test. The bumper behaves like a Hooke’s-law spring. It has an effective spring constant of 5 × 106 N/m, and is observed to compress a distance of 1.67 cm as the car is brought to rest. What was the...
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    Softball in vertical circle, find release velocity

    Homework Statement A softball pitcher rotates a 0.236 kg ball around a vertical circular path of radius 0.633 m before releasing it. The pitcher exerts a 30 N force directed parallel to the motion of the ball around the complete circular path. The speed of the ball at the top of the...
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    Car on banked road w/ friction

    okay i fixed everything, please help me out. The homework is already turned in, I just want the knowledge..
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    Car on banked road w/ friction

    im trying to get it to work, and the symbol stuff is screwing up.. how do i delete the post and start over?
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    Car on banked road w/ friction

    Homework Statement Homework Equations \SigmaF=ma ac=(v^2/r) f = \muN The Attempt at a Solution \SigmaFradial= (radial-coordinate of normal force) + (radial component of friction) = ((mass)(velocity^2)/(radius)) \SigmaFy= (y-component of normal force) - (y-component of friction) =...
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