For a concentration of 0,6 g sugar/1000ml: 15 ml for 150 mL.
It depends on the concentration of the medicine in the first place. For example if the medicine is 100mg/100ml, the quantity to get 4.1mg would be 4.1mg. If it were 100mg/1ml, the quantity would differ. It would only be .041ml. You have to do this equation --> (mg of medicine you want) multiplied by the concentration of the medication.So, 4.1mg x (1ml/100mg) yields .041mg. Make sure the mg is on the bottom in order for the units to cancel out.
It increases the concentration of OH - in a solution.
It increases the concentration of OH - in a solution.
100mg is 0.1 grams.
100mg
1000mL equates to 100cL
1000mL is equal to 1 liter or 1 kilogram of water.
About 1.54gr per 100mg
The leveling off of the curves as salt concentration increased could be due to a saturation point being reached where the salt concentration can no longer dissolve in the solution. This results in a plateau in the curve as the solution has reached its maximum capacity to dissolve salt.
when no more solute will dissolve ========== when the concentration of the solute is equal to the concentration that would be in equilibrium with any solid of the same substance - when that happens, no more solute will dissolve, or more precisely, if any more dissolves, it would be expected to cause the same amount to precipitate out, thus keeping the concentration constant.
Copper sulfate can take several weeks to dissolve roots, depending on the concentration and application method.