Question

Даю 50 БАЛЛОВ Закон Менделеева-Клапейрона можно записать в виде PV = νRT, где P — давление (в паскалях), V — объём (в м3), ν — количество вещества (в молях), T — температура (в градусах Кельвина), а R — универсальная газовая постоянная, равная 8,31 Дж/(К⋅моль). Пользуясь этой формулой, найдите температуру T(в кельвинах), если u = 34,3 моль, P = 5817 Па

Answer 1

Ответ:

5817*9.8=34.3*8.31*Т

57006.6=285.033*Т

Т=57006.6/285.033

Т=200К

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Answer 2

Solving for Temperature (T) using the Ideal Gas Law

To find the temperature (T) in Kelvin using the Ideal Gas Law formula PV = νRT, where: - P = pressure (in pascals) - V = volume (in cubic meters) - ν = amount of substance (in moles) - R = universal gas constant (8.31 J/(K⋅mol))

We can rearrange the formula to solve for T: T = PV / (νR)

Given: - P = 5817 Pa - V = u (volume is not provided, assuming it's a variable) - ν = 34.3 moles - R = 8.31 J/(K⋅mol)

Substitute the given values into the formula: T = (5817 * u) / (34.3 * 8.31)

As the volume (V) is not provided, the equation cannot be solved without the specific value of V.

If you have the specific value of V, please provide it, and I can help you calculate the temperature (T) in Kelvin using the Ideal Gas Law formula.