a) \[T\left(H_{2}\right)=T\left(N_{2}\right)\]
b) \[T\left(H_{2}\right)>T\left(N_{2}\right)\]
c) \[T\left(H_{2}\right)<T\left(N_{2}\right)\]
d) \[T\left(H_{2}\right)=\sqrt{7}\left(N_{2}\right)\]
Answer: c
Explanation:
The r.m.s velocity of hydrogen is √7 times the r.m.s velocity of nitrogen. If T is the temperature of the gas , than
The r.m.s velocity of hydrogen is \[\sqrt{7}\] times the r.m.s velocity of nitrogen. If T is the temperature of the gas , than
a) \[T\left(H_{2}\right)=T\left(N_{2}\right)\]
b) \[T\left(H_{2}\right)>T\left(N_{2}\right)\]
c) \[T\left(H_{2}\right)<T\left(N_{2}\right)\]
d) \[T\left(H_{2}\right)=\sqrt{7}\left(N_{2}\right)\]
Answer: c
Explanation:
a) \[T\left(H_{2}\right)=T\left(N_{2}\right)\]
b) \[T\left(H_{2}\right)>T\left(N_{2}\right)\]
c) \[T\left(H_{2}\right)<T\left(N_{2}\right)\]
d) \[T\left(H_{2}\right)=\sqrt{7}\left(N_{2}\right)\]
Answer: c
Explanation:
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