How Do I Calculate the Vertical Force Needed to Pull a Copper Ball in Fluid?

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The discussion focuses on calculating the vertical force required to pull a copper ball through an unknown fluid at a constant velocity of 6 cm/s. The key parameters include a proportionality constant of 0.95 kg/s and a ball radius of 1.5 cm. The user derived the formula F = (mass)(gravity) - Constant(V) but expressed uncertainty regarding the definitions of F(y direction) and F. The correct approach involves clearly defining these forces and ensuring accurate calculations of mass based on the ball's density and volume.

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FalcoAtl
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It asks to find the vertical force needed to pull the ball in an unknown fluid at a constant velocity. What formulas do I combine and use to find this? They give you the proportionality constant (0.95 kg/s), the constant speed (6cm/s), and the radius of the ball(1.5cm). I already have:

F (y direction)= F-(mass)(gravity)-Constant(V)

I found mass from the density and volume. The proportionality constant was given as was the velocity.

So... F=(mass)*(gravity)-Constant(V)

Is this right? Because I haven't been able to find the correct answer using it.
 
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It is unclear what you mean by F(y direction) and F. Define your terms.
 

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