The relationship between pressure and moles, when volume and temperature of a gas are held constant, is: P/n = k. We could say then, that: If the number of moles is doubled, the pressure is halved. If the number of moles if halved, the pressure is doubled. If the number of moles is tripled, the pressure also triples. If the number of moles is halved, the pressure is quadrupled.

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The relationship between pressure and moles, when volume and temperature of a gas are held constant, is: P/n = k. We could say then, that: If the number of moles is doubled, the pressure is halved. If the number of moles if halved, the pressure is doubled. If the number of moles is tripled, the pressure also triples. If the number of moles is halved, the pressure is quadrupled.

Mathematics
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Sorry. I don't know this so i can't really help. Also this is NOT a math question.
\(\huge\frac{P}{n} = const. \implies \\ \\ \huge \frac{k \times P}{k \times n}\ = \ const. \)
so what answer would u choose here? @irishboy123

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In words, P and n share a direct variation. (since P/n is a constant) which means whatever happens to moles, the same thing will happen to pressure. example: If number moles is made 10 times, pressure also becomes 10 times!
i agree with @hartnn

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