Akshada Kulkarni
National Institute of Information Technology (NIIT), Neemrana
Akshada Kulkarni has created this Calculator and 400+ more calculators!
Pragati Jaju
College Of Engineering (COEP), Pune
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11 Other formulas that you can solve using the same Inputs

Equilibrium partial pressure of substance A
Equilibrium partial pressure A=(Equilibrium partial pressure C*Equilibrium partial pressure D)/(Equilibrium constant for partial pressure *Equilibrium partial pressure B) GO
Equilibrium partial pressure of substance B
Equilibrium partial pressure B=(Equilibrium partial pressure C*Equilibrium partial pressure D)/(Equilibrium constant for partial pressure *Equilibrium partial pressure A) GO
Equilibrium partial pressure of substance C
Equilibrium partial pressure C=(Equilibrium constant for partial pressure *Equilibrium partial pressure A*Equilibrium partial pressure B)/Equilibrium partial pressure D GO
Equilibrium partial pressure of substance D
Equilibrium partial pressure D=(Equilibrium constant for partial pressure *Equilibrium partial pressure A*Equilibrium partial pressure B)/Equilibrium partial pressure C GO
Equilibrium mole fraction constant when equilibrium partial pressure constant is given
Equilibrium constant for mole fraction=Equilibrium constant for partial pressure /(Total pressure^Change in number of moles) GO
Equilibrium constant when equilibrium partial pressure constant is given
Equilibrium constant=Equilibrium constant for partial pressure /(([R]*Absolute temperature)^Change in number of moles) GO
Isobaric work
Isobaric work=Absolute Pressure*(Final Pressure of System-Initial Pressure of System) GO
Isobaric Work (for given pressure and volumes)
Isobaric work=Absolute Pressure*(Final Volume of System-Initial Volume of System) GO
Vertical Depth Below Free Surface when Pressure at any point in liquid is Given
Height=(Absolute Pressure-Atmospheric Pressure)/specific weight of liquid GO
Specific Weight of Liquid when Pressure at any point in liquid is Given
specific weight of liquid=(Absolute Pressure-Atmospheric Pressure)/Height GO
Atmospheric Pressure when Pressure at any point in Liquid is Given
Atmospheric Pressure=Absolute Pressure-specific weight of liquid*Height GO

11 Other formulas that calculate the same Output

Degree of dissociation when equilibrium pressure is given
Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +Absolute Pressure)) GO
Degree of dissociation using concentration of reaction
Degree of Dissociation=((Initial vapour density*Initial concentration)/(Equilibrium vapour density*Initial concentration))-1 GO
Degree of dissociation (α) when Ka and initial conc. is given for condition α << 1
Degree of Dissociation=sqrt(Dissociation constant of weak acid/Initial concentration) GO
Degree of dissociation (α) when Kb and initial conc. is given for condition α << 1
Degree of Dissociation=sqrt(Dissociation constant of weak base/Initial concentration) GO
Degree of dissociation when pressure increases during reaction
Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /Pressure) GO
Degree of dissociation (α) when Ka and molar volume of weak acid is given for condition α << 1
Degree of Dissociation=sqrt(Dissociation constant of weak acid*Molar Volume) GO
Degree of dissociation (α) when Kb and molar volume of weak base is given for condition α << 1
Degree of Dissociation=sqrt(Dissociation constant of weak base*Molar Volume) GO
Degree of dissociation of reaction
Degree of Dissociation=Number of moles dissociated/Initial number of moles GO
Degree of dissociation
Degree of Dissociation=Molar Conductivity/Limiting Molar Conductivity GO
Degree of dissociation when total number of moles of reaction is given
Degree of Dissociation=1-(Total moles in reaction/Number of Moles) GO
Degree of Dissociation in terms of Van't Hoff Factor
Degree of Dissociation=(Van't Hoff Factor-1)/(Number of Ions -1) GO

Degree of dissociation for double reaction when equilibrium pressure is given Formula

Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +(4*Absolute Pressure)))
𝝰 =sqrt(K<sub>p</sub>/(K<sub>p</sub>+(4*Pabs)))
More formulas
Active mass GO
Weight of reactant when active mass is given GO
Equilibrium constant with respect to molar concentrations GO
Equilibrium constant with respect to mole fraction GO
Equilibrium constant with respect to partial pressure GO
Equilibrium mole fraction of substance A GO
Equilibrium mole fraction of substance B GO
Equilibrium mole fraction of substance C GO
Equilibrium mole fraction of substance D GO
Equilibrium partial pressure of substance A GO
Equilibrium partial pressure of substance B GO
Equilibrium partial pressure of substance C GO
Equilibrium partial pressure of substance D GO
Relation between different equilibrium constants GO
Equilibrium constant when equilibrium partial pressure constant is given GO
Relation between equilibrium constant with respect to partial pressure and mole fraction GO
Equilibrium mole fraction constant when equilibrium partial pressure constant is given GO
Relation between equilibrium constant and with respect to mole fraction constant GO
Equilibrium mole fraction constant when equilibrium constant is given GO
Equilibrium constant for reverse reaction GO
Equilibrium constant for reverse reaction when constant for forward reaction is given GO
Equilibrium constant for reaction when multiplied with integer GO
Equilibrium constant for reversed reaction when multiplied with integer GO
Arrhenius equation GO
Pre-exponential factor in Arrhenius equation GO
Arrhenius equation for forward reaction GO
Pre-exponential factor in Arrhenius equation for forward reaction GO
Arrhenius equation for backward equation GO
Pre-exponential factor in Arrhenius equation for backward reaction GO
Equilibrium constant in terms of Arrhenius equation GO
Forward reaction rate constant in terms of Arrhenius equation GO
Backward reaction rate constant in terms of Arrhenius equation GO
Pre-exponential factor for forward reaction in terms of Arrhenius equation GO
Pre-exponential factor for backward reaction in terms of Arrhenius equation GO
Equilibrium constant at temperature T1 GO
Equilibrium constant at temperature T2 GO
Enthalpy of chemical reaction GO
Enthalpy of chemical reaction at absolute temperatures GO
Activation energy for forward reaction GO
Activation energy for backward reaction GO
Equilibrium constant 2 using activation energy of reaction GO
Equilibrium constant 2 using enthalpy of reaction GO
Enthalpy of chemical reaction using equilibrium constants GO
Reaction quotient GO
Molar concentration of substance A GO
Molar concentration of substance B GO
Molar concentration of substance C GO
Molar concentration of substance D GO
Degree of dissociation when equilibrium pressure is given GO
Total number of moles of reaction at equilibrium GO
Number of moles of substance at equilibrium GO
Mole fraction of reactant substance A GO
Mole fraction of reactant substance B GO
Mole fraction of product substance C GO
Equilibrium constant with respect to pressure when pressure increases GO
Equilibrium constant with respect to pressure when pressure is given GO
Degree of dissociation of reaction GO
Number of moles dissociated when degree of dissociation is given GO
Initial number of moles taken when degree of dissociation is given GO
Number of moles of a substance when total number of moles of reaction is given GO
Degree of dissociation when total number of moles of reaction is given GO
Equilibrium constant in terms of mole fraction when degree of dissociation is given GO
Equilibrium constant due to pressure when degree of dissociation is given GO
Pressure of gas when equilibrium constant with respect to pressure is given GO
Degree of dissociation when pressure increases during reaction GO
Increased Pressure during chemical reaction when degree of dissociation is given GO
Total pressure when equilibrium constant with respect to pressure is given GO

What is equilibrium constant?

Equilibrium constant is defined as the product of concentration of products at equilibrium by the product of concentration of reactants at equilibrium. This representation is known as equilibrium law or chemical equilibrium. The thermodynamically correct equilibrium constant expression relates the activities of all of the species present in the reaction.

How to Calculate Degree of dissociation for double reaction when equilibrium pressure is given?

Degree of dissociation for double reaction when equilibrium pressure is given calculator uses Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +(4*Absolute Pressure))) to calculate the Degree of Dissociation, The Degree of dissociation for double reaction when equilibrium pressure is given formula is defined as the fraction of the total number of molecules which associate or combine together resulting in the formation of a bigger molecules. Degree of Dissociation and is denoted by 𝝰 symbol.

How to calculate Degree of dissociation for double reaction when equilibrium pressure is given using this online calculator? To use this online calculator for Degree of dissociation for double reaction when equilibrium pressure is given, enter Equilibrium constant for partial pressure (Kp) and Absolute Pressure (Pabs) and hit the calculate button. Here is how the Degree of dissociation for double reaction when equilibrium pressure is given calculation can be explained with given input values -> 0.447214 = sqrt(100000/(100000+(4*100000))).

FAQ

What is Degree of dissociation for double reaction when equilibrium pressure is given?
The Degree of dissociation for double reaction when equilibrium pressure is given formula is defined as the fraction of the total number of molecules which associate or combine together resulting in the formation of a bigger molecules and is represented as 𝝰 =sqrt(Kp/(Kp+(4*Pabs))) or Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +(4*Absolute Pressure))). Equilibrium constant for partial pressure is the value of its reaction quotient at chemical equilibrium with respect to partial pressure and Absolute Pressure is labeled when any pressure is detected above the absolute zero of pressure.
How to calculate Degree of dissociation for double reaction when equilibrium pressure is given?
The Degree of dissociation for double reaction when equilibrium pressure is given formula is defined as the fraction of the total number of molecules which associate or combine together resulting in the formation of a bigger molecules is calculated using Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +(4*Absolute Pressure))). To calculate Degree of dissociation for double reaction when equilibrium pressure is given, you need Equilibrium constant for partial pressure (Kp) and Absolute Pressure (Pabs). With our tool, you need to enter the respective value for Equilibrium constant for partial pressure and Absolute Pressure and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Degree of Dissociation?
In this formula, Degree of Dissociation uses Equilibrium constant for partial pressure and Absolute Pressure. We can use 11 other way(s) to calculate the same, which is/are as follows -
  • Degree of Dissociation=Molar Conductivity/Limiting Molar Conductivity
  • Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /(Equilibrium constant for partial pressure +Absolute Pressure))
  • Degree of Dissociation=Number of moles dissociated/Initial number of moles
  • Degree of Dissociation=(Van't Hoff Factor-1)/(Number of Ions -1)
  • Degree of Dissociation=1-(Total moles in reaction/Number of Moles)
  • Degree of Dissociation=sqrt(Equilibrium constant for partial pressure /Pressure)
  • Degree of Dissociation=sqrt(Dissociation constant of weak acid/Initial concentration)
  • Degree of Dissociation=sqrt(Dissociation constant of weak acid*Molar Volume)
  • Degree of Dissociation=sqrt(Dissociation constant of weak base/Initial concentration)
  • Degree of Dissociation=sqrt(Dissociation constant of weak base*Molar Volume)
  • Degree of Dissociation=((Initial vapour density*Initial concentration)/(Equilibrium vapour density*Initial concentration))-1
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