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- According to ,
$color(red)(v prop1/p" "$ when$" "color(green)(T" & "n$ constant.- According to Charle's Law,
$color(red)(v prop T" "$ when$" "color(green)(p" "&" "n$ constant.- According to ,
$color(red)(v prop n)" "$ when$" "color(green)(p" "&" "T"$ constantAccording to the theory of variation, We get
$color(red)(ul(bar(|color(green)(v prop (nT)/p)|$ We can write this in this form,
$color(green)(v=R cdot (nT)/p)=>color(red)(ul(bar(|color(green)(pv=nRT)|$ $" "$ [R=universal gas constant]Hope it helps...
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