Answer:
12 atm
Step-by-step explanation:
Ideal gas law:
PV = nRT
At constant V and n:
P₁ / T₁ = P₂ / T₂
(32 atm) / (24.80 K) = P / (10.01 K)
P ≈ 12 atm
Answer:
So the answer is
[tex]7943.936 \: atm[/tex]
Step-by-step explanation:
First we need to know the formula that we need to use
[tex] \frac{p1 \times v1}{t1} = \frac{p2 \times v2}{t2} [/tex]
The problem is say that it has a fixed volume so we don't need to use volume for this problem so the formula we are going to use is
[tex] \frac{p1}{t1} = \frac{p2}{t2} [/tex]
or
[tex]p1 \times t2 = p2 \times t1[/tex]
we get that by cross multiplying
The problem says we have an initial pressure of 32 atm
[tex]p1 = 32 \: atm[/tex]
temperature of 24.80K
[tex]t1 = 24.80k[/tex]
[tex]t2 = 10.01k[/tex]
we need to find the pressure so first we are going to setup the problem
[tex] \frac{32 \: atm}{24.80k} = \frac{x}{10.01k} [/tex]
[tex]32 \: atm \times 10.01k = x \times 24.80k[/tex]
First we have to get X by it self so we divide 24.80 from both sides
[tex] \frac{32 \: atm \: \times 10.01k}{24.80k} = x[/tex]
Both K cancel out so we are left with atm (pressure)
Now we multiply 32 by 10.01 that is equal to 320.32
[tex]32 \times 10.01 = 320.32[/tex]
Now we divide it by 24.80
[tex] \frac{320.32}{24.80} = 7943.936[/tex]
So th answer is
[tex]7943.936 \: atm[/tex]
