In an earlier post on “Chemistry: Why do I need to understand moles and molar?” (read the post) I wrote about why moles and molar are important. James said in the comments: “Hey I still don’t understand why we use the Molarity equation…???????????” – so….

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Today the 40% back to school sale of chemCal finished and the price was put back up to $4.99 USD.

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Version 1.0.1 of chemCal – App Store Link is now available on the iTunes App Store, and don’t forget it is on sale until 30th September 2009.

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Here is a good question: “What is the difference between Molarity, Molality and Normality”

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Buy the iPhone/iPod Touch chemistry calculation App, chemCal, before 30th September 2009 and save 40%.

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In an earlier post I discussed percentage solutions, and I have also discussed molarity… so, how can 14% solution have a lower molarity than a 4.8% solution?

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OK, this is a really daft chemistry ‘mole’ type calculation, but it does make an interesting point and gets you to think about things. The question: If an element had an atomic mass the same as the mass of the Earth, how much would one atom weigh?

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Continuing the series of posts on chemistry, which are connected to the release of the iPhone/iPod Touch chemistry calculator, chemCal, it is now time to look at dilutions, why we need them, and how to work them out.

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In two earlier posts (Calculating Molarity I and Calculating Molarity II) I looked at moles, and how they are calculated, and how molarity can be worked out. However, one thing I didn’t discuss was why do we need to understand moles and molarity?

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Units can be tricky. It is difficult to remember if 10^-6 is micro (µM) or milli-molar (mM). How do I convert between µM and mM? What is a nano-mole? And how many femto-moles are there in a pico-mole? These things can be tricky. chemCal, a basic chemistry calculator for the iPhone and iPod Touch, can help. But you still need an understanding….

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