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Stoichiometry by the Recipe Method: SBR
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This section is presented as a brief introduction to converting different forms/quantities of matter into moles. If you know how to do this already, this section may be skipped. If not, this intro. is very brief. You should refer to your teacher and book for additional examples and practice problems. Depending on the computer you are using, you might be able to use a calculator in the accessories area. See your teacher or computer manual for further help. In introductory chemistry courses, students are generally asked to convert a given quantity of matter into moles and possibly back into some other form at the end of the problem. The most common forms of matter are:
Whichever method you use to solve stoichiometry problems, you will have to learn how to convert to moles. It is assumed that many of you already know how to do these conversions. For those of you who do not, please click on
the highlighted word above to go to a mini-tutorial on that topic. I prefer to use the factor label method on mole conversions, yet, based on student input last year the above model was tested out.
You cannot go directly from any unit on the top line to another unit on that line. You have to convert into moles first.
\ ! / Molar mass 6.02 E23 22.4 L MOLAR CONVERTERS \
!
/
Teacher's tip: This is easily remembered by the DDUM saying (pronounced DaDum): Down Divide, Up Multiply Author's note: This simplistic rule works for the above conversions. There are other ways chemicals can be distributed to you, notably solutions. Here the material may be provided to you in various ways: molarity, molality, percent, proof, ppm, and even by density measurements. For these, the interested student should seek guidance from their instructor. For instruction in molarity to moles see molar solution - usually expressed as moles per Liter symbolized by M.
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Copyright (c) John Brodemus, 1995-2005. Visitors This page was last updated: 03/02/04 04:40 PM |