prove gay lussac law by using Boyles and Charles law
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I know that the combined gas law,
PVT=k
should be derivable from Boyle's Law and Charles' Law. Since these are very basic equations, I presumed that it would be a simple matter, so I tried it myself.
Charles' Law is
VT=k1
and Boyle's Law is
PV=k2
The subscripts are arbitrary. In the derivation on Wikipedia, they jump from this to
PV=k2T
I'm sure I'm just overlooking something silly, but I see no way of combining Charles' and Boyle's to achieve an equation in which we don't cancel at least one of P, V, or T.
What am I missing? Thanks.
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