On a hot day in Houston, the temperature was recorded at 37.8 deg. C. Determine the values for the speed of sound at this temperature in each case. Use your results in the third equation to determine the percentage difference. V (Tc) = 331 + 0.67c 1/2 V(Tr) = (331)() 273 V (Tc) – V(Tg) %Diff = \v(T) – V(Tg))/2| %3D x100 O 2.10 % O 2,51 % O 0.17% O 0.05%

icon
Related questions
Question

On a hot day in Houston, the temperature was recorded at 37.8 deg. C.  Determine the values for the speed of sound at this temperature in each case. Use your results in the  third equation to determine the percentage difference.

On a hot day in Houston, the temperature was recorded at 37.8 deg. C. Determine the values for the speed
of sound at this temperature in each case. Use your results in the third equation to determine the percentage
difference.
V (Tc) = 331 +0.6T.
1/2
TK
V (Tg) = (331)
273.
V (Tc) – V(Tx)
х100
(V(Tc) – V(Tg))/2
%Diff
O 2.10 %
O 2,51 %
O 0.17%
O 0.05%
Transcribed Image Text:On a hot day in Houston, the temperature was recorded at 37.8 deg. C. Determine the values for the speed of sound at this temperature in each case. Use your results in the third equation to determine the percentage difference. V (Tc) = 331 +0.6T. 1/2 TK V (Tg) = (331) 273. V (Tc) – V(Tx) х100 (V(Tc) – V(Tg))/2 %Diff O 2.10 % O 2,51 % O 0.17% O 0.05%
Expert Solution
Step 1

Solution:

The values for the speed of sound at this temperature is calculated as:

 

Given that,

Temperature(TC)=37.80 C=37.8+273=310.80 K

 

 

 

trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 2 steps

Blurred answer