Hey thanks again Jake!
Why wouldn't diluting the solution in the conical flask change the number of moles? Doesn't n = cv?
As you can probably tell I've got an assessment tomorrow and want to clarify lots of last minute things.
One of the outcomes we're being assessed is on our ability to evaluate the validity of our conclusions and I was wondering if you could give a general explanation of what this means as well as some points on validity for a titration experiment.
Thanks so much
EDIT: This is a reply I received regarding including the origin in AAS calibration curves:
"The line of best fit should only go through the origin if it is appropriate to do so.
Hope that helps."
So should I take that as confirmation only to include (0,0) if it is a specific data point given?
Finally, how should I account for the rough titration in my method for the titration?
Yes, n=CV. However, if you increase the volume of water, you're decreasing the concentration. If I put 10 tennis balls in a beaker (equivalent to moles of a substance), and add loads of water, there will still only be 10 tennis balls in the beaker. So, diluting the conical flask with water does not change the moles, just the concentration.
Validity asks the question: have you tested what you're trying to test? Specific to titration, this comes down to using correct washing techniques, the correct indicator, and the correct standard solution.
Yep, don't use (0,0) unless that was a measurement actually taken.
In your method, just say something like 'Allow _____ to drip from the Burrette in to the Conical flask until a colour change is detected. Record the change in volume, and use this is a 'rough' run-through, from which future 'precise' experiments can be estimated'