How much should you mix to get the following formula?

hydpe

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If you wanted to get to .04% hydrogen peroxide by mixing saline water with 3% hydrogen peroxide (with resulting amount being around 500 ml), how many ml of hydrogen peroxide should you mix with how many ml of hydrogen peroxide?

What about if you wanted to get to .1%?
 
If you wanted to get to .04% hydrogen peroxide by mixing saline water with 3% hydrogen peroxide (with resulting amount being around 500 ml), how many ml of hydrogen peroxide should you mix with how many ml of hydrogen peroxide?

What about if you wanted to get to .1%?
Start with the assumption that you would need to mix W ml of water with S ml of strong mixture.

How much H2O2 is present in the final mixture = 0.04/100 * 500 ml

How much H2O2 is present in the strong mixture = 3/100 * S

Continue.....

Please show us what you have tried and exactly where you are stuck.

Please follow the rules of posting in this forum, as enunciated at:


Please share your work/thoughts about this problem.
 
3/.04 = 75
3 is 75x as strong as .04.

So add 74 ml of saline water per 1 ml of h2o2?
500/74= 6.75 ml of h2o2 to be added to 500 ml to make .04 solution.

But I wanted h2o2 to be in integer amounts of ml, instead of the messy ".75" part because it's hard to measure.

So I did 7*74 = 518 ml.

But 518 ml is probably hard to measure because measuring cups count in intervals of 100ml.


If I put in 7 ml of h2o2 to 500 ml, what would be the resulting percentage?

Wait I figured it out.

500/7=71.43

3/71.43= .042%

Did I do anything wrong here?
 
Let x be the amount of saline water needed:
[math]x(0\%)+(500-x)(3\%)=500(0.04\%) \implies x = 493.333\quad \text{ml of saline} [/math]Then then we needed (500-493.333)=6.667 ml of 3% hydrogen peroxide
Use a similar idea to find 0.1%.
 
I found a simpler way.
3(original concentration)/500*x(ml of h2o2 added in)= new concentration
Plug in numbers for x to see what the resulting concentration is for each case.
7 ml results in .042 percent.
16 ml results in .096 percent.
 
Another question:

What would be the resulting concentration if 0.5 ml of 3% h2o2 was added to 3 ml of saline water?

I'm guessing:
3/.5 = 60
3/60 = 0.05 %
 
I found a simpler way.
3(original concentration)/500*x(ml of h2o2 added in)= new concentration
Plug in numbers for x to see what the resulting concentration is for each case.
7 ml results in .042 percent.
16 ml results in .096 percent.
I would disagree that your method is simpler than the one I presented. Secondly, if you have a specific concentration that you want to achieve, why do trial and error?
Another question:

What would be the resulting concentration if 0.5 ml of 3% h2o2 was added to 3 ml of saline water?

I'm guessing:
3/.5 = 60
3/60 = 0.05 %
It's the same equation I showed you.
[math]3ml(0\%)+0.5ml(3\%)=3.5ml(x\%)[/math]Solve for x.
 
If you wanted to get to .04% hydrogen peroxide by mixing saline water with 3% hydrogen peroxide (with resulting amount being around 500 ml), how many ml of hydrogen peroxide should you mix with how many ml of hydrogen peroxide?

What about if you wanted to get to .1%?

== SolCalc - Laboratory Report ==
March 01, 2022 13:08:17

HYDROGEN PEROXIDE
w(H2O2) = 0.04 %
=======================
To prepare 500 mL of a 0.04 % solution of hydrogen peroxide we will need to dilute 6.59425 mL of 3 % H2O2 to a final volume of 500 mL with deionized (distilled) water.


SOURCE:
-------------
Name: Hydrogen peroxide
Formula: H2O2
Formula weight: 34.015 g/mol
CAS Number: 7722-84-1
NFPA: Health 3, Flammability 0, Instability 1, Special OX


CALCULATION:
-------------
The key concept is that the amount of solute in the desired solution must be equal to the amount of solute in the source solution. Remember, the concentration is the amount of a solute divided by the volume of the solution.

Before we make any calculations we have to make sure that we only use one system and one unit of measurement. DO NOT mix measurement systems and units.

Desired solution:
V0 = 500 mL * (1 L)/(1000 mL) = 0.5 L
w0 = 0.04 % = 0.04 * 1/100 = 0.0004
d0 = 0.99854 kg/L * (1 g/L)/(0.001 kg/L) = 998.54 g/L
Source solutions:
w1 = 3 % = 3 * 1/100 = 0.03
d1 = 1.00951 kg/L * (1 g/L)/(0.001 kg/L) = 1009.51 g/L
--------------------------------

First, we calculate the concentration of the desired solution

c0 = d(solution) * w(H2O2) / M(H2O2)
c0 = 998.54 g/L * 0.0004 / 34.0147 g/mol
c0 = 0.0117425 mol/L

Then, we determine the concentration of the source (stock) solution

c1 = d(H2O2) * w(H2O2) / M(H2O2)
c1 = 1009.51 g/L * 0.03 / 34.0147 g/mol
c1 = 0.890356 mol/L

Since the total amount of solute is the same before and after dilution, the volume of stock solution needed is

V1 = V0 * c0 / c1
V1 = 0.5 L * 0.0117425 mol/L / 0.890356 mol/L
V1 = 0.00659425 L

To convert the result into a desired unit we will use dimensional analysis again

V(3 % H2O2) = 0.00659425 L * (1000 mL)/(1 L) = 6.59425 mL


PROCEDURE:
-------------
First of all, fill the volumetric flask about halfway with deionized water to avoid violent reactions. NEVER add water to concentrated acid.

Choose a clean pipette of suitable size and transfer the liquid to the volumetric flask. When the whole solution has been drained, touch the tip of the pipette to the side of the volumetric flask to allow the last of the liquid to drain out. DO NOT blow out the remaining solution.

Allow the solution to reach room temperature because a volumetric flask is only accurate at the temperature at which it has been calibrated (usually 20 °C). Very carefully fill the flask to the mark on the neck of the flask, using a dropping pipette to add the last few milliliters of liquid. Mix your solution thoroughly, by inverting the flask and shaking. NEVER hold large volumetric flasks by the neck alone - provide support at the bottom.

Transfer the prepared solution to a clean, dry storage bottle and label it. NEVER store solutions in a volumetric flask.


SAFETY NOTES:
-------------
- When making chemical solutions, always use the appropriate safety equipment.
- As a general rule, always add the more concentrated solution to the less concentrated solution.
- All chemicals that you are unfamiliar with should be treated with extreme care and assumed to be highly flammable and toxic.


DISCLAIMER:
-------------
Use SolCalc at your own risk! If you don't understand the results, DON'T use them.

=======================



== SolCalc - Laboratory Report ==
March 01, 2022 13:10:42

HYDROGEN PEROXIDE
w(H2O2) = 0.1 %
=======================
To prepare 500 mL of a 0.1 % solution of hydrogen peroxide we will need to dilute 16.4893 mL of 3 % H2O2 to a final volume of 500 mL with deionized (distilled) water.


SOURCE:
-------------
Name: Hydrogen peroxide
Formula: H2O2
Formula weight: 34.015 g/mol
CAS Number: 7722-84-1
NFPA: Health 3, Flammability 0, Instability 1, Special OX


CALCULATION:
-------------
The key concept is that the amount of solute in the desired solution must be equal to the amount of solute in the source solution. Remember, the concentration is the amount of a solute divided by the volume of the solution.

Before we make any calculations we have to make sure that we only use one system and one unit of measurement. DO NOT mix measurement systems and units.

Desired solution:
V0 = 500 mL * (1 L)/(1000 mL) = 0.5 L
w0 = 0.1 % = 0.1 * 1/100 = 0.001
d0 = 0.998765 kg/L * (1 g/L)/(0.001 kg/L) = 998.765 g/L
Source solutions:
w1 = 3 % = 3 * 1/100 = 0.03
d1 = 1.00951 kg/L * (1 g/L)/(0.001 kg/L) = 1009.51 g/L
--------------------------------

First, we calculate the concentration of the desired solution

c0 = d(solution) * w(H2O2) / M(H2O2)
c0 = 998.765 g/L * 0.001 / 34.0147 g/mol
c0 = 0.0293628 mol/L

Then, we determine the concentration of the source (stock) solution

c1 = d(H2O2) * w(H2O2) / M(H2O2)
c1 = 1009.51 g/L * 0.03 / 34.0147 g/mol
c1 = 0.890356 mol/L

Since the total amount of solute is the same before and after dilution, the volume of stock solution needed is

V1 = V0 * c0 / c1
V1 = 0.5 L * 0.0293628 mol/L / 0.890356 mol/L
V1 = 0.0164893 L

To convert the result into a desired unit we will use dimensional analysis again

V(3 % H2O2) = 0.0164893 L * (1000 mL)/(1 L) = 16.4893 mL


PROCEDURE:
-------------
First of all, fill the volumetric flask about halfway with deionized water to avoid violent reactions. NEVER add water to concentrated acid.

Choose a clean pipette of suitable size and transfer the liquid to the volumetric flask. When the whole solution has been drained, touch the tip of the pipette to the side of the volumetric flask to allow the last of the liquid to drain out. DO NOT blow out the remaining solution.

Allow the solution to reach room temperature because a volumetric flask is only accurate at the temperature at which it has been calibrated (usually 20 °C). Very carefully fill the flask to the mark on the neck of the flask, using a dropping pipette to add the last few milliliters of liquid. Mix your solution thoroughly, by inverting the flask and shaking. NEVER hold large volumetric flasks by the neck alone - provide support at the bottom.

Transfer the prepared solution to a clean, dry storage bottle and label it. NEVER store solutions in a volumetric flask.


SAFETY NOTES:
-------------
- When making chemical solutions, always use the appropriate safety equipment.
- As a general rule, always add the more concentrated solution to the less concentrated solution.
- All chemicals that you are unfamiliar with should be treated with extreme care and assumed to be highly flammable and toxic.


DISCLAIMER:
-------------
Use SolCalc at your own risk! If you don't understand the results, DON'T use them.

=======================
 
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