To calculate the work done on the gas during compression, we can use the formula for work (W) done on a gas at constant pressure: ( W = P \Delta V ), where ( P ) is the pressure and ( \Delta V ) is the change in volume.
First, calculate the change in volume: ( \Delta V = V_{final} - V_{initial} = 0.150 , L - 3.00 , L = -2.85 , L ).
Convert the pressure from ATM to pascals: ( 1.5 , ATM \approx 152.1 , kPa ) (or ( 152100 , Pa )). The work done on the gas is then ( W = 152100 , Pa \times (-2.85 \times 10^{-3} , m^3) \approx -432.5 , J ). Since work is done on the gas, it is conventionally expressed as a positive value: ( W \approx 432.5 , J ).
45 degrees Celsius is equal to 113 degrees Fahrenheit. You can calculate other conversions at metric-conversions.org.
That is just utter nonsense. Kelvin is the absolute scale so percentages should be calculated in Kelvin and not Celsius.
Use this equation to convert degrees Fahrenheit (ºF) to degrees Celsius/Centigrade (ºC): [°C] = ([°F] − 32) × 5⁄9
To write a visual logic code for converting Fahrenheit to Celsius, start by defining the input variable for Fahrenheit. Use the formula ( C = (F - 32) \times \frac{5}{9} ) to calculate Celsius, where ( C ) is Celsius and ( F ) is Fahrenheit. Create a flowchart or visual blocks that take the Fahrenheit input, perform the calculation, and output the result in Celsius. Finally, ensure to include any necessary user prompts and output displays in your visual logic design.
You can use Raoult's law to calculate the vapor pressure of water over the solution. The formula is P_solution = X_solvent * P°_solvent, where P_solution is the vapor pressure of the solution, X_solvent is the mole fraction of the solvent (water in this case), and P°_solvent is the vapor pressure of pure water at 90 degrees Celsius (525.8 mmHg). Calculate the mole fraction of water in the solution and then use it in the formula to find the vapor pressure.
-25°f = -31.7°c
77 degrees F. Celsius to Fahrenheit · Multiply by 9 · Divide by 5 · Add 32 Fahrenheit to Celsius · Subtract 32 · Divide by 9 · Multiply by 5
When compressed air is turned upside down, it can reach temperatures as low as -60 degrees Celsius (-76 degrees Fahrenheit).
98.6 degrees Fahrenheit = 37 degrees Celsius.
K = (C + 273.15)
3 K is equivalent to -270,15 Celsius degrees.
-15 C
F-32/9*5=C
No. It can be but need not be. For example, you might calculate the ratio of today's temperature in Celsius and in Fahrenheit and calculate the ratio. That is not a rate.
45 degrees Celsius is equal to 113 degrees Fahrenheit. You can calculate other conversions at metric-conversions.org.
Use this equation to convert degrees Fahrenheit (ºF) to degrees Celsius/Centigrade (ºC): [°C] = ([°F] - 32) × 0.556
To calculate the temperature range below 0 degrees, subtract the lowest temperature from the highest temperature. For example, if the lowest temperature is -10 degrees Celsius and the highest temperature is -2 degrees Celsius, the temperature range would be 8 degrees Celsius (-2 - (-10) = 8).