using the formula P= K x V or P=K/V calculate the constant K
pressure kPa=100.21
temperature = 24.0 oC
someone answered that the answer is 4.17541 . but i want to know if that answer is in joules , cm ,L or something else ? can someone help like in complete answer so i know the step thx
The S.I. unit for that should be used in the solution are as follows:
Pressure ( in Pascal)
Temperature (in Kelvin)
Volume (in Metre cube)
K (in Joules / Kelvin)
So the answer should be in units Joules / Kelvin.
using the formula P= K x V or P=K/V calculate the constant K pressure kPa=100.21 temperature...
(V) DATA AND RESULTS: 3 Pressure. P (kPa) Volume, V (L) PxV_(kPa*L) 1P. (1/kPa) 114.821 1.5 172.2315 0.0087092082 117.757 0.0084920642 141.3084 108.5544 120.616 09 0.008290774 123.346 0.6 74.0076 0.0081072755 126.048 04 50.4192 0.0079334857 VI) QUESTIONS: State the relationship between pressure and volume as stated by Boyle's law. Remember to state the condition of temperature. (W) Is the Boyle's law confirmed by your graph? Explain If the pressure of a sample of gas in a cylinder is 760 mm of Hg...
An argon (Cp = 0.518 KJ/kg. K, and K=1.67) has velocity V = 750 m/s, pressure P =120 kPa, and temperature T = 175 °C. If the argon is at stagnation state, calculate the pressure (P0) and temperature (T0).
please answer question 5.
Pressure - Temperature Relationship Calculated constant, k (P.1) Data and Calculations for Temperature Pressure Relationship Pressure Temperature Temperature Calculated (kPa) (°C) (K) Constant, (P/T) 100.88 26.0 299.15 0.33122 105.13 60.1 333.25 0.31547 106.33 75.5 348.65 10.30498 108.40 83.5 35b.bs 0.30394 110.38 95.0 318.15 0.29982 30178.252 350 34 573 37071.955 138660.86 40636.97 Processing the data 1. A way to determine if a relationship is inverse or direct is to find a proportionality constant, k, from the data....
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An argon (Cp= 0.518 KJ/kg.k, and K= 1.67) has velocity V =750m/s, pressure P = 120 kPa, and temperature T = 175 C. If the argon is at stagnation state, calculate the pressure (P0) and temperature (T0).
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