Answer:
The speed of sound in hydrogen gas is 361.5 [tex]^{\circ} C[/tex]
Explanation:
It is given that the temperature is 50 [tex]^{\circ} C[/tex].
The speed of sound in meter per second is calculated by an equation.
The equation states that speed of the sound in meter per second is equal to the sum of the product of the temperature in degree celsius with 0.60 and a constant that is 331.5.
The equation is written as:
[tex]speed \ of \ sound \left(m/s \right) = 0.60 \times T + 331.5[/tex]
Put the value of T = 50 then the equation becomes,
[tex]speed \ of \ sound \left(m/s \right) = 0.60 \times 50 + 331.5[/tex]
Speed of sound (in m/s) = 361.5 m/s
