The rms speed of CH4 is 3.8 * 10^4 cm/s the total kinetic energy of a mixture of 0.8 moles of CH4 and 0.2 moles of C4H10 is?
@ujjwal
masses of CH4 and C4H10 are in the ratio 8:29 so, their rms velocity of C4H10=7.2 * 10^4 cm/s=7.23*10^2 m/s(approx) total KE of mixture=\[\frac{1}{2}[m_{CH4}\times v_{CH4}^2*0.8N_A+m_{C2H10} \times v_{C4H10}^2 \times 0.2 N_A]\] where \(N_A \)=6.022*10^23
*the
@ujjwal the answert should be 1156 J
It has lots of weird numbers with decimal.. And i don't feel like calculating the whole thing. Did you solve it? Don't you get the answer?
let me do it
i gussed
i gussed becoz there are many 10^x numbers so how will the answer be correct
Do calculations in SI units.
i got 1676
*10^24
wait @ujjwal um how did u get velocity of c4h10
That's such a large value.. Either i am wrong or your calculation is wrong.
ok u used inverse root thing?
@A.Avinash_Goutham By using the relation \[v_{rms}=\frac{K}{\sqrt M}\] Ypu already have \(v_{rms}\) of CH4. so, knowing the ratio of masses would do.
fine @Yahoo! try using this 3/2 nrt and u l get temp by using velocity
wat is 3/2 nrt
it's energy of a gas.....
did nt understand
um like .5 m v*v = 3/2 nRT
ok......
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