MHB Help with solution concentration

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To create a 10% bleach solution for DNA contamination removal, a calculation is needed based on the active chlorine concentration of 4.47g per 100ml, which indicates a 4.47% bleach solution. Mixing standard household bleach, typically 3-6%, won't achieve the desired 10% concentration. The discussion suggests that to make a 10% solution, one would need to combine one part bleach with nine parts water, but this approach won't work with the given bleach concentration. Therefore, achieving a 10% solution requires a more concentrated bleach source or a different method. Accurate measurements and understanding of the bleach's active ingredient concentration are crucial for effective solution preparation.
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Hi I'm looking for some help that I think is easy but just can't get my head round.
So I need to make a solution with a concentration of 10% bleach to remove DNA contamination from equipment. So if I had 100ml of water I'd need 10ml of bleach to make a 10% solution. But it is the active chlorine in bleach that removes DNA so I'm trying to work out a calculation of how many ml of bleach I'd need if the active chlorine concentration within the bleach is 4.47g per 100ml. Can anyone advise how I work out the ml of beach needed to get 10% solution.
Thanks.
 
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Noclue said:
Hi I'm looking for some help that I think is easy but just can't get my head round.
So I need to make a solution with a concentration of 10% bleach to remove DNA contamination from equipment. So if I had 100ml of water I'd need 10ml of bleach to make a 10% solution. But it is the active chlorine in bleach that removes DNA so I'm trying to work out a calculation of how many ml of bleach I'd need if the active chlorine concentration within the bleach is 4.47g per 100ml. Can anyone advise how I work out the ml of beach needed to get 10% solution.
Thanks.

Hi Noclue, welcome to MHB! ;)

If I'm not mistaken, a 4.47 g of active chlorine bleach per 100 ml of water, is a 4.47% bleach solution.
A typical household bleach is a 3–6% solution in water.
We can't get from there to 10% with just mixing.
 
It would help to see the actual text that you are trying to interpret. I would guess that "bleach" refers to standard household bleach and that they are saying to make a solution of 1 volume of household bleach added to 9 volumes of water.
 
Here is a little puzzle from the book 100 Geometric Games by Pierre Berloquin. The side of a small square is one meter long and the side of a larger square one and a half meters long. One vertex of the large square is at the center of the small square. The side of the large square cuts two sides of the small square into one- third parts and two-thirds parts. What is the area where the squares overlap?

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