"Hi, fellow students... unfortunately, the blogger today had an accident with her experiment involving diluting solutions! In the mean time, I will be teaching you guys all about this lesson because obviously I know more than her to start with. She made many dumb mistakes in preparing for workable solutions indeed!"
Diluting solutions is actually a simple math involving the formula we have learned....Molarity M = mole/ litre
The KEY CONCEPT of diluting solutions is:
[MOLES of Solutes is constant before, after and forever...]
Moles of solute b4 = moles of solute after
How to get moles?
M x L !
thus, M1L1 = M2L2
(careful, 2 meaning the second solute, not times 2)
I just don't understand how she could not do this simple calculation to get the solution right...keke...I am sure all of you can do the following examples as fast as I can do.
Eg. I have 2 Litre of 10 M of Hcl, and I need 0.5 Litre of 1 M Hcl.
Consider if I need all of 10 M of Hcl? No..
I need to solve for how much Volume to start with ...L1
M1L1 = M2L2
10 M x L1 = 1M x 0.5L
L1 = 0.05 L
So if I need 0.05 L of the 10 M Hcl solution to make 0.5 L of 1M Hcl... I would take 0.05 L of concentrated Hcl and add how much water?
0.5 - 0.05 = 0.45 L
These are useful practices to get familiar with the calculation:
note: here V = the volume in Litre!
- M2=(M1V1) ÷ V2
- M1 = 0.25M
- V1 = 100mL = 100 ÷ 1000 = 0.100L (volume must be in litres)
- V2 = 1.5L
- [NaCl(aq)]new = M2 = (0.25 x 0.100) ÷ 1.5 = 0.017M
(or 0.0.017 mol/L or 0.0.17mol L-1)
- V2=(M1V1) ÷ M2
- M1 = 0.02M
- V1 = 500mL = 500 ÷ 1000 = 500 x 10-3L = 0.500L (since there are 1000mL in 1L)
- M2 = 0.001M
- V(CuSO4)new = V2 = (0.02 x 0.500) ÷ 0.001 = 10.00L
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