Solve 10 Gal Solution of 6.40%Cl, 5.52%Na, 4.11%Ca, Density 1.21

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To solve the problem of increasing the chloride concentration from 6.40% to 6.60% in a 10-gallon solution, first determine the total mass of the solution using its density. Convert the volume from gallons to pounds, taking into account the density of 1.21 g/mL. Once the total mass is established, calculate the mass of HCl needed to achieve the desired chloride percentage, considering that the HCl concentration is approximately 32% by weight. The addition of HCl will also affect the sodium and calcium percentages, which need to be recalculated based on the new total mass. Attention to unit conversions and algebraic manipulation is essential for accurate results.
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Could someone explain to me how to solve this?

I have a 10 gallon solution made up of 6.40%Cl, 5.52%Na, and 4.11%Ca, with a density of 1.21. How much HCl is needed to get the %Cl up to a 6.60%, and what would the theoretical %Na and %Ca be after the HCl addition?

Can anyone show me the steps to solve this?
 
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How about just a couple of hints!

The density information is only to help start the solution of the problem. You are adding a number then to both the mass of the liquid and to the mass of Cl, from the addition of HCl. (we notice that your concentration of HCl source is not given).
 
The concentration of the HCl is ~32% by weight.
 
You absolutely need to pay attention to units. What are the units of density you have given?

I'm assuming your percentages are by weight. Figure out how much mass you have in ten gallons of solution; use molecular weights to do this.

That would be a good starting point.
 
You will need to check a handbook unit conversion ratios to go from gallons to pounds, which is why you will need also to convert the density into pounds/gallon. The best of memory suggests that 453.59 grams = 1 pound; 2850 milliliters = 1 gallon. Convert your 10 gallons of mixture to its number of pounds.

Now, you need to choose a variable to apply to both the numerator and denominator of a ratio representing the "percent" of Cl. The variable will be the amount of mass of HCl solution which you want to add to your 10 gallons of mixture. I will leave all of the algebraic transcription to you.
 
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