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Making concentrations


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I have 3% of NaCl stock solution. How do I make these concentrations with only 3% of NaCl? How much distilled water do I need to dilute before I can get these concentrations?

 

-> 0.2%

-> 0.4%

-> 0.6%

-> 0.85%

-> 1%

-> 2%

-> 3%

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well 1`stly you`ll need a common denominator we`ll use ml.

 

the 3% you don`t need to do anything with :)

 

for the 2% put in 66.6 ml of your 3% soln into a 100ml flask and top the rest up to 100ml with your water

 

using this 2% soln pour 50ml of it into an empty 100ml flask and fill that up to 100ml with water, there`s your 1% soln :)

 

and just continue like this all the way down :)

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Hokey I'm kinda confused.

 

It's 3% concentration of NaCl stock solution (I think).

 

And why do I have to put in 66.6ml? Because it's 2% divided by 3%? So if I wanna find solve 0.85% it'll be 0.15% divided by 3%? Therefore I put in 5ml of my 3% solution into a 100ml flask, top the rest up to 100ml with water, pour 50ml into another 100ml flask, fill it up to 100ml and there's my 0.85%?

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I always use:

 

C1 V1 = C2 V2

 

(concentration of solution 1)(volume of solution 1) = (conc. sol. 2)(vol. of sol. 2)

 

This way you don't necessarily need a common denominator. For instance, we know solution #1 is 3%, (your stock). We also know the concentration we want (conc. #2). All you have to do is decide how much of number 2 you want. Using YT2095's 100ml, you'd set it up as:

 

(3%) (V1) = (.2%)(100ml)

 

Solve for v1. Remember 100 ml is the final volume. So in this case v1= 6.67. You.d put 6.67ml in 93.33 ml of water.

 

Sound correct YT2095? (just an alternate way of doing it)

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sure that`s fine too :)

at the end of the day it`s only basic maths, whether it be ml gr marbles or baked beans, subdivision is just that, you`re perfectly right also.

 

it just beats me that a simple answer wasn`t understood and a more complex one was? LOL :)))

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