13ishmael said:
So how big will the gold metal big once it is precipitated
50ppm = .05g/liter pure Au. You have .473 liters. Therefore, you have .05 X .473 = 0.0237g Au
For that quantity, I figured that a gold BB of that weight would have a diameter of about 1/20". or .052" or .133cm. If it was much smaller, it would be hard to pick it up between thumb and forefinger without losing it.
V(sphere) = (4/3) X pi X r
3
Eq#1 = r
3 = (3 X V)/(4 X pi)
V of .0237g Au = .0237/19.32 = .00123cm
3
Therefore, from
Eq#1 above: r
3 = (3 X V)/(4 X pi) = (3 X .00123)/(4 X pi) = .000294cm
3
Therefore, from my calculator: the cube root of .000294 = r = .0665cm
Therefore, the diameter = 2r = .0665 X 2 = .133cm = .133/2.54 = .052" = about 1/20"
All the math assumes that the solution actually does contain 50ppm of gold, which, I feel, is somewhat doubtful.