If a container of liquid contains 40 oz of solution, what is the number of ounces of pure acid if the given
solution contains the following acid concentrations?
A) The amount of pure acid in 40 oz of 60% acid solution is
Oz.
B) The amount of pure acid in 40 oz of 35% acid solution is
C) The amount of pure acid in 40 oz of 15% acid solution is
D) The amount of pure acid in 40 oz of 40% acid solution is
Oz.
OZ.
Oz.



Answer :

I can help you with that! A) The amount of pure acid in 40 oz of a 60% acid solution can be calculated by multiplying the total amount of solution (40 oz) by the concentration of acid (60% or 0.60). To find the amount of pure acid: 40 oz * 0.60 = 24 oz Therefore, there are 24 ounces of pure acid in a 40 oz solution of 60% acid. B) For a 35% acid solution, you would use the same method: 40 oz * 0.35 = 14 oz So, in a 40 oz solution of 35% acid, there are 14 ounces of pure acid. C) When dealing with a 15% acid solution: 40 oz * 0.15 = 6 oz Thus, in a 40 oz solution of 15% acid, there are 6 ounces of pure acid. D) Lastly, for a 40% acid solution: 40 oz * 0.40 = 16 oz In a 40 oz solution of 40% acid, there are 16 ounces of pure acid. I hope this breakdown helps you understand how to calculate the amount of pure acid in different concentration solutions! If you have any more questions or need further clarification, feel free to ask.