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Example expressed the chain rule without the Leibniz
notation, writing a function 
defined by 
. Suppose that you're trying to remember the rule, and two of the
possibilities that come to mind are 
and 
. Show that neither of these can possibly be right, by considering the case where 
has units. You may _nd it helpful to convert both expressions back into the Leibniz
notation.
defined by . Suppose that you're trying to remember the rule, and two of the
possibilities that come to mind are and . Show that neither of these can possibly be right, by considering the case where has units. You may _nd it helpful to convert both expressions back into the Leibniz
notation.
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